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origindestinationcount
"ABE""ATL"853
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⋮⋮⋮

... with 5356 more rows.

" ], "text/plain": [ "5366x3 Vega dataset\n", "origin │ destination │ count\n", "───────┼─────────────┼──────\n", "ABE │ ATL │ 853 \n", "ABE │ BHM │ 1 \n", "ABE │ CLE │ 805 \n", "ABE │ CLT │ 465 \n", "ABE │ CVG │ 247 \n", "ABE │ DTW │ 997 \n", "ABE │ JFK │ 3 \n", "ABE │ LGA │ 9 \n", "ABE │ ORD │ 1425 \n", "ABE │ PHL │ 2 \n", "... with 5356 more rows" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "airports = dataset(\"airports\")\n", "flightsairport = dataset(\"flights-airport\")" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "application/vnd.dataresource+json": { "data": [ { "city": "Bay Springs", "country": "USA", "iata": "00M", "latitude": 31.95376472, "longitude": -89.23450472, "name": "Thigpen", "state": "MS" }, { "city": "Livingston", "country": "USA", "iata": "00R", "latitude": 30.68586111, "longitude": -95.01792778, "name": "Livingston Municipal", "state": "TX" }, { "city": "Colorado Springs", "country": "USA", "iata": "00V", "latitude": 38.94574889, "longitude": -104.5698933, "name": "Meadow Lake", "state": "CO" }, { "city": "Perry", "country": "USA", "iata": "01G", "latitude": 42.74134667, "longitude": -78.05208056, "name": "Perry-Warsaw", "state": "NY" }, { "city": "Hilliard", "country": "USA", "iata": "01J", "latitude": 30.6880125, "longitude": -81.90594389, "name": "Hilliard Airpark", "state": "FL" }, { "city": "Belmont", "country": "USA", "iata": "01M", "latitude": 34.49166667, "longitude": -88.20111111, "name": "Tishomingo County", "state": "MS" }, { "city": "Clanton", "country": "USA", "iata": "02A", "latitude": 32.85048667, "longitude": -86.61145333, "name": "Gragg-Wade", "state": "AL" }, { "city": "Brookfield", "country": "USA", "iata": "02C", "latitude": 43.08751, "longitude": -88.17786917, "name": "Capitol", "state": "WI" }, { "city": "East Liverpool", "country": "USA", "iata": "02G", "latitude": 40.67331278, "longitude": -80.64140639, "name": "Columbiana County", "state": "OH" }, { "city": "Memphis", "country": "USA", "iata": "03D", "latitude": 40.44725889, "longitude": -92.22696056, "name": "Memphis Memorial", "state": "MO" }, { "city": "Pittsboro", "country": "USA", "iata": "04M", "latitude": 33.93011222, "longitude": -89.34285194, "name": "Calhoun County", "state": "MS" }, { "city": "Hawley", "country": "USA", "iata": "04Y", "latitude": 46.88384889, "longitude": -96.35089861, "name": "Hawley Municipal", "state": "MN" }, { "city": "Griffith", "country": "USA", "iata": "05C", "latitude": 41.51961917, "longitude": -87.40109333, "name": "Griffith-Merrillville", "state": "IN" }, { "city": "Gatesville", "country": "USA", "iata": "05F", "latitude": 31.42127556, "longitude": -97.79696778, "name": "Gatesville - City/County", "state": "TX" }, { "city": "Eureka", "country": "USA", "iata": "05U", "latitude": 39.60416667, "longitude": -116.0050597, "name": "Eureka", "state": "NV" }, { "city": "Tuskegee", "country": "USA", "iata": "06A", "latitude": 32.46047167, "longitude": -85.68003611, "name": "Moton Municipal", "state": "AL" }, { "city": "Chicago/Schaumburg", "country": "USA", "iata": "06C", "latitude": 41.98934083, "longitude": -88.10124278, "name": "Schaumburg", "state": "IL" }, { "city": "Rolla", "country": "USA", "iata": "06D", "latitude": 48.88434111, "longitude": -99.62087694, "name": "Rolla Municipal", "state": "ND" }, { "city": "Eupora", "country": "USA", "iata": "06M", "latitude": 33.53456583, "longitude": -89.31256917, "name": "Eupora Municipal", "state": "MS" }, { "city": "Middletown", "country": "USA", "iata": "06N", "latitude": 41.43156583, "longitude": -74.39191722, "name": "Randall", "state": "NY" }, { "city": "Jackpot", "country": "USA", "iata": "06U", "latitude": 41.97602222, "longitude": -114.6580911, "name": "Jackpot/Hayden", "state": "NV" }, { "city": "Auburn", "country": "USA", "iata": "07C", "latitude": 41.30716667, "longitude": -85.06433333, "name": "Dekalb County", "state": "IN" }, { "city": "Gladewater", "country": "USA", "iata": "07F", "latitude": 32.52883861, "longitude": -94.97174556, "name": "Gladewater Municipal", "state": "TX" }, { "city": "Charlotte", "country": "USA", "iata": "07G", "latitude": 42.57450861, "longitude": -84.81143139, "name": "Fitch H Beach", "state": "MI" }, { "city": "Central City", "country": "USA", "iata": "07K", "latitude": 41.11668056, "longitude": -98.05033639, "name": "Central City Municipal", "state": "NE" }, { "city": "Wetumpka", "country": "USA", "iata": "08A", "latitude": 32.52943944, "longitude": -86.32822139, "name": "Wetumpka Municipal", "state": "AL" }, { "city": "Stanley", "country": "USA", "iata": "08D", "latitude": 48.30079861, "longitude": -102.4063514, "name": "Stanley Municipal", "state": "ND" }, { "city": "Harvard", "country": "USA", "iata": "08K", "latitude": 40.65138528, "longitude": -98.07978667, "name": "Harvard State", "state": "NE" }, { "city": "Carthage", "country": "USA", "iata": "08M", "latitude": 32.76124611, "longitude": -89.53007139, "name": "Carthage-Leake County", "state": "MS" }, { "city": "Butler", "country": "USA", "iata": "09A", "latitude": 32.11931306, "longitude": -88.1274625, "name": "Butler-Choctaw County", "state": "AL" }, { "city": "Jekyll Island", "country": "USA", "iata": "09J", "latitude": 31.07447222, "longitude": -81.42777778, "name": "Jekyll Island", "state": "GA" }, { "city": "Sargent", "country": "USA", "iata": "09K", "latitude": 41.63695083, "longitude": -99.34038139, "name": "Sargent Municipal", "state": "NE" }, { "city": "Charleston", "country": "USA", "iata": "09M", "latitude": 33.99150222, "longitude": -90.078145, "name": "Charleston Municipal", "state": "MS" }, { "city": "Washington", "country": "USA", "iata": "09W", "latitude": 38.86872333, "longitude": -77.00747583, "name": "South Capitol Street", "state": "DC" }, { "city": "Smithville", "country": "USA", "iata": "0A3", "latitude": 35.98531194, "longitude": -85.80931806, "name": "Smithville Municipal", "state": "TN" }, { "city": "Centreville", "country": "USA", "iata": "0A8", "latitude": 32.93679056, "longitude": -87.08888306, "name": "Bibb County", "state": "AL" }, { "city": "Elizabethton", "country": "USA", "iata": "0A9", "latitude": 36.37094306, "longitude": -82.17374111, "name": "Elizabethton Municipal", "state": "TN" }, { "city": "Pilot Station", "country": "USA", "iata": "0AK", "latitude": 61.93396417, "longitude": -162.8929358, "name": "Pilot Station", "state": "AK" }, { "city": "Bethel", "country": "USA", "iata": "0B1", "latitude": 44.42506444, "longitude": -70.80784778, "name": "Col. Dyke", "state": "ME" }, { "city": "Hartington", "country": "USA", "iata": "0B4", "latitude": 42.60355556, "longitude": -97.25263889, "name": "Hartington Municipal", "state": "NE" }, { "city": "Montague", "country": "USA", "iata": "0B5", "latitude": 42.59136361, "longitude": -72.52275472, "name": "Turners Falls", "state": "MA" }, { "city": "Warren", "country": "USA", "iata": "0B7", "latitude": 44.11672722, "longitude": -72.82705806, "name": "Warren-Sugar Bush", "state": "VT" }, { "city": "Fishers Island", "country": "USA", "iata": "0B8", "latitude": 41.25130806, "longitude": -72.03161139, "name": "Elizabeth", "state": "NY" }, { "city": "Chicago/Harvard", "country": "USA", "iata": "0C0", "latitude": 42.40418556, "longitude": -88.63343222, "name": "Dacy", "state": "IL" }, { "city": "Pender", "country": "USA", "iata": "0C4", "latitude": 42.11388722, "longitude": -96.72892556, "name": "Pender Municipal", "state": "NE" }, { "city": "South Haven", "country": "USA", "iata": "0D1", "latitude": 42.35083333, "longitude": -86.25613889, "name": "South Haven Municipal", "state": "MI" }, { "city": "Gettysburg", "country": "USA", "iata": "0D8", "latitude": 44.98730556, "longitude": -99.9535, "name": "Gettysburg Municipal", "state": "SD" }, { "city": "Moriarty", "country": "USA", "iata": "0E0", "latitude": 34.98560639, "longitude": -106.0094661, "name": "Moriarty", "state": "NM" }, { "city": "Crownpoint", "country": "USA", "iata": "0E8", "latitude": 35.71765889, "longitude": -108.2015961, "name": "Crownpoint", "state": "NM" }, { "city": "Bowie", "country": "USA", "iata": "0F2", "latitude": 33.60166667, "longitude": -97.77556, "name": "Bowie Municipal", "state": "TX" }, { "city": "Loup City", "country": "USA", "iata": "0F4", "latitude": 41.29028694, "longitude": -98.99064278, "name": "Loup City Municipal", "state": "NE" }, { "city": "Eufaula", "country": "USA", "iata": "0F7", "latitude": 35.38898833, "longitude": -95.60165111, "name": "Fountainhead Lodge Airpark", "state": "OK" }, { 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"latitude": 39.0044525, "longitude": -99.89289917, "name": "Trego Wakeeney", "state": "KS" }, { "city": "Cynthiana", "country": "USA", "iata": "0I8", "latitude": 38.36674167, "longitude": -84.28410056, "name": "Cynthiana-Harrison County", "state": "KY" }, { "city": "Abbeville", "country": "USA", "iata": "0J0", "latitude": 31.60016778, "longitude": -85.23882222, "name": "Abbeville Municipal", "state": "AL" }, { "city": "Florala", "country": "USA", "iata": "0J4", "latitude": 31.04247361, "longitude": -86.31156111, "name": "Florala Municipal", "state": "AL" }, { "city": "Headland", "country": "USA", "iata": "0J6", "latitude": 31.364895, "longitude": -85.30965556, "name": "Headland Municipal", "state": "AL" }, { "city": "Humboldt", "country": "USA", "iata": "0K7", "latitude": 42.7360825, "longitude": -94.24524167, "name": "Humboldt Municipal", "state": "IA" }, { "city": "Goldfield", "country": "USA", "iata": "0L5", "latitude": 37.71798833, "longitude": -117.2384119, "name": "Goldfield", "state": "NV" }, { "city": "Jean", "country": "USA", "iata": "0L7", "latitude": 35.76827222, "longitude": -115.3296378, "name": "Jean", "state": "NV" }, { "city": "Overton", "country": "USA", "iata": "0L9", "latitude": 36.31108972, "longitude": -114.4638672, "name": "Echo Bay", "state": "NV" }, { "city": "Dumas", "country": "USA", "iata": "0M0", "latitude": 33.8845475, "longitude": -91.53429111, "name": "Dumas Municipal", "state": "AR" }, { "city": "Parsons", "country": "USA", "iata": "0M1", "latitude": 35.63778, "longitude": -88.127995, "name": "Scott", "state": "TN" }, { "city": "Camden", "country": "USA", "iata": "0M4", "latitude": 36.01122694, "longitude": -88.12328833, "name": "Benton County", "state": "TN" }, { "city": "Waverly", "country": "USA", "iata": "0M5", "latitude": 36.11659972, "longitude": -87.73815889, "name": "Humphreys County", "state": "TN" }, { "city": "Batesville", "country": "USA", "iata": "0M6", "latitude": 34.36677444, "longitude": -89.90008917, "name": "Panola County", "state": "MS" }, { "city": "Lake Providence", "country": "USA", "iata": "0M8", "latitude": 32.82587917, "longitude": -91.187665, "name": "Byerley", "state": "LA" }, { "city": "San Andreas", "country": "USA", "iata": "0O3", "latitude": 38.14611639, "longitude": -120.6481733, "name": "Calaveras Co-Maury Rasmussen", "state": "CA" }, { "city": "Corning", "country": "USA", "iata": "0O4", "latitude": 39.94376806, "longitude": -122.1713781, "name": "Corning Municipal", "state": "CA" }, { "city": "Davis", "country": "USA", "iata": "0O5", "latitude": 38.53146222, "longitude": -121.7864906, "name": "University", "state": "CA" }, { "city": "Shelter Cove", "country": "USA", "iata": "0Q5", "latitude": 40.02764333, "longitude": -124.0733639, "name": "Shelter Cove", "state": "CA" }, { "city": "Shingletown", "country": "USA", "iata": "0Q6", "latitude": 40.52210111, "longitude": -121.8177683, "name": "Shingletown", "state": "CA" }, { "city": "Columbia", "country": "USA", "iata": "0R0", 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-98.06011111, "name": "Superior Municipal", "state": "NE" }, { "city": "Le Sueur", "country": "USA", "iata": "12Y", "latitude": 44.43746472, "longitude": -93.91274083, "name": "Le Sueur Municipal", "state": "MN" }, { "city": "Lakeview", "country": "USA", "iata": "13C", "latitude": 43.45213722, "longitude": -85.26480333, "name": "Lakeview", "state": "MI" }, { "city": "Eureka", "country": "USA", "iata": "13K", "latitude": 37.8515825, "longitude": -96.29169806, "name": "Eureka Municipal", "state": "KS" }, { "city": "Andover", "country": "USA", "iata": "13N", "latitude": 40.96676444, "longitude": -74.78016556, "name": "Trinca", "state": "NJ" }, { "city": "Elba", "country": "USA", "iata": "14J", "latitude": 31.40988861, "longitude": -86.08883583, "name": "Carl Folsom", "state": "AL" }, { "city": "Hollandale", "country": "USA", "iata": "14M", "latitude": 33.18262167, "longitude": -90.83065444, "name": "Hollandale Municipal", "state": "MS" }, { "city": "Long Prairie", "country": "USA", 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"longitude": -146.5794219, "name": "Lake Louise", "state": "AK" }, { "city": "Nelson Lagoon", "country": "USA", "iata": "Z73", "latitude": 56.00753611, "longitude": -161.1603672, "name": "Nelson Lagoon", "state": "AK" }, { "city": "Clear A.F.B.", "country": "USA", "iata": "Z84", "latitude": 64.30120361, "longitude": -149.1201436, "name": "Clear", "state": "AK" }, { "city": "Birch Creek", "country": "USA", "iata": "Z91", "latitude": 66.27399583, "longitude": -145.8240381, "name": "Birch Creek", "state": "AK" }, { "city": "Cibecue", "country": "USA", "iata": "Z95", "latitude": 34.00333333, "longitude": -110.4441667, "name": "Cibecue", "state": "AZ" }, { "city": "Elkin", "country": "USA", "iata": "ZEF", "latitude": 36.28002361, "longitude": -80.78606861, "name": "Elkin Municipal", "state": "NC" }, { "city": "Pottsville", "country": "USA", "iata": "ZER", "latitude": 40.70644889, "longitude": -76.37314667, "name": "Schuylkill Cty/Joe Zerbey", "state": "PA" }, { "city": "Zephyrhills", "country": "USA", "iata": "ZPH", "latitude": 28.22806472, "longitude": -82.15591639, "name": "Zephyrhills Municipal", "state": "FL" }, { "city": "Zuni", "country": "USA", "iata": "ZUN", "latitude": 35.08322694, "longitude": -108.7917769, "name": "Black Rock", "state": "NM" }, { "city": "Zanesville", "country": "USA", "iata": "ZZV", "latitude": 39.94445833, "longitude": -81.89210528, "name": "Zanesville Municipal", "state": "OH" } ], "schema": { "fields": [ { "name": "iata", "type": "string" }, { "name": "name", "type": "string" }, { "name": "city", "type": "string" }, { "name": "state", "type": "string" }, { "name": "country", "type": "string" }, { "name": "latitude", "type": "number" }, { "name": "longitude", "type": "number" } ] } }, "text/html": [ "
iatanamecitystatecountrylatitudelongitude
"00M""Thigpen""Bay Springs""MS""USA"31.9538-89.2345
"00R""Livingston Municipal""Livingston""TX""USA"30.6859-95.0179
"00V""Meadow Lake""Colorado Springs""CO""USA"38.9457-104.57
"01G""Perry-Warsaw""Perry""NY""USA"42.7413-78.0521
"01J""Hilliard Airpark""Hilliard""FL""USA"30.688-81.9059
"01M""Tishomingo County""Belmont""MS""USA"34.4917-88.2011
"02A""Gragg-Wade""Clanton""AL""USA"32.8505-86.6115
"02C""Capitol""Brookfield""WI""USA"43.0875-88.1779
"02G""Columbiana County""East Liverpool""OH""USA"40.6733-80.6414
"03D""Memphis Memorial""Memphis""MO""USA"40.4473-92.227
⋮⋮⋮⋮⋮⋮⋮

... with 3366 more rows.

" ], "text/plain": [ "3376x7 Vega dataset\n", "iata │ name │ city │ state │ country │ latitude\n", "─────┼──────────────────────┼──────────────────┼───────┼─────────┼─────────\n", "00M │ Thigpen │ Bay Springs │ MS │ USA │ 31.9538 \n", "00R │ Livingston Municipal │ Livingston │ TX │ USA │ 30.6859 \n", "00V │ Meadow Lake │ Colorado Springs │ CO │ USA │ 38.9457 \n", "01G │ Perry-Warsaw │ Perry │ NY │ USA │ 42.7413 \n", "01J │ Hilliard Airpark │ Hilliard │ FL │ USA │ 30.688 \n", "01M │ Tishomingo County │ Belmont │ MS │ USA │ 34.4917 \n", "02A │ Gragg-Wade │ Clanton │ AL │ USA │ 32.8505 \n", "02C │ Capitol │ Brookfield │ WI │ USA │ 43.0875 \n", "02G │ Columbiana County │ East Liverpool │ OH │ USA │ 40.6733 \n", "03D │ Memphis Memorial │ Memphis │ MO │ USA │ 40.4473 \n", "... with 3366 more rows, and 1 more column: longitude" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "airports" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "305-element Vector{String}:\n", " \"ABE\"\n", " \"ABI\"\n", " \"ABQ\"\n", " \"ABY\"\n", " \"ACK\"\n", " \"ACT\"\n", " \"ACV\"\n", " \"ACY\"\n", " \"ADK\"\n", " \"ADQ\"\n", " \"AEX\"\n", " \"AGS\"\n", " \"AKN\"\n", " ⋮\n", " \"TYR\"\n", " \"TYS\"\n", " \"VLD\"\n", " \"VPS\"\n", " \"WRG\"\n", " \"WYS\"\n", " \"XNA\"\n", " \"YAK\"\n", " \"YKM\"\n", " \"YUM\"\n", " \"CYS\"\n", " \"OGD\"" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "flightsairportdf = DataFrame(flightsairport)\n", "allairports = vcat(flightsairportdf[!,:origin],flightsairportdf[!,:destination])\n", "uairports = unique(allairports)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

305 rows × 7 columns (omitted printing of 2 columns)

iatanamecitystatecountry
StringStringStringStringString
1ABELehigh Valley InternationalAllentownPAUSA
2ABIAbilene RegionalAbileneTXUSA
3ABQAlbuquerque InternationalAlbuquerqueNMUSA
4ABYSouthwest Georgia RegionalAlbanyGAUSA
5ACKNantucket MemorialNantucketMAUSA
6ACTWaco RegionalWacoTXUSA
7ACVArcataArcata/EurekaCAUSA
8ACYAtlantic City InternationalAtlantic CityNJUSA
9ADKAdakAdakAKUSA
10ADQKodiakKodiakAKUSA
11AEXAlexandria InternationalAlexandriaLAUSA
12AGSBushAugustaGAUSA
13AKNKing SalmonKing SalmonAKUSA
14ALBAlbany CtyAlbanyNYUSA
15ALOWaterloo MunicipalWaterlooIAUSA
16AMAAmarillo InternationalAmarilloTXUSA
17ANCTed Stevens Anchorage InternationalAnchorageAKUSA
18ASEAspen-Pitkin Co/SardyAspenCOUSA
19ATLWilliam B Hartsfield-Atlanta IntlAtlantaGAUSA
20ATWOutagamie County RegionalAppletonWIUSA
21AUSAustin-Bergstrom InternationalAustinTXUSA
22AVLAsheville RegionalAshevilleNCUSA
23AVPWilkes-Barre/Scranton IntlWilkes-Barre/ScrantonPAUSA
24AZOKalamazoo CountyKalamazooMIUSA
25BDLBradley InternationalWindsor LocksCTUSA
26BETBethelBethelAKUSA
27BFLMeadowsBakersfieldCAUSA
28BGMBinghamton RegionalBinghamtonNYUSA
29BGRBangor InternationalBangorMEUSA
30BHMBirmingham InternationalBirminghamALUSA
⋮⋮⋮⋮⋮⋮
" ], "text/latex": [ "\\begin{tabular}{r|cccccc}\n", "\t& iata & name & city & state & country & \\\\\n", "\t\\hline\n", "\t& String & String & String & String & String & \\\\\n", "\t\\hline\n", "\t1 & ABE & Lehigh Valley International & Allentown & PA & USA & $\\dots$ \\\\\n", "\t2 & ABI & Abilene Regional & Abilene & TX & USA & $\\dots$ \\\\\n", "\t3 & ABQ & Albuquerque International & Albuquerque & NM & USA & $\\dots$ \\\\\n", "\t4 & ABY & Southwest Georgia Regional & Albany & GA & USA & $\\dots$ \\\\\n", "\t5 & ACK & Nantucket Memorial & Nantucket & MA & USA & $\\dots$ \\\\\n", "\t6 & ACT & Waco Regional & Waco & TX & USA & $\\dots$ \\\\\n", "\t7 & ACV & Arcata & Arcata/Eureka & CA & USA & $\\dots$ \\\\\n", "\t8 & ACY & Atlantic City International & Atlantic City & NJ & USA & $\\dots$ \\\\\n", "\t9 & ADK & Adak & Adak & AK & USA & $\\dots$ \\\\\n", "\t10 & ADQ & Kodiak & Kodiak & AK & USA & $\\dots$ \\\\\n", "\t11 & AEX & Alexandria International & Alexandria & LA & USA & $\\dots$ \\\\\n", "\t12 & AGS & Bush & Augusta & GA & USA & $\\dots$ \\\\\n", "\t13 & AKN & King Salmon & King Salmon & AK & USA & $\\dots$ \\\\\n", "\t14 & ALB & Albany Cty & Albany & NY & USA & $\\dots$ \\\\\n", "\t15 & ALO & Waterloo Municipal & Waterloo & IA & USA & $\\dots$ \\\\\n", "\t16 & AMA & Amarillo International & Amarillo & TX & USA & $\\dots$ \\\\\n", "\t17 & ANC & Ted Stevens Anchorage International & Anchorage & AK & USA & $\\dots$ \\\\\n", "\t18 & ASE & Aspen-Pitkin Co/Sardy & Aspen & CO & USA & $\\dots$ \\\\\n", "\t19 & ATL & William B Hartsfield-Atlanta Intl & Atlanta & GA & USA & $\\dots$ \\\\\n", "\t20 & ATW & Outagamie County Regional & Appleton & WI & USA & $\\dots$ \\\\\n", "\t21 & AUS & Austin-Bergstrom International & Austin & TX & USA & $\\dots$ \\\\\n", "\t22 & AVL & Asheville Regional & Asheville & NC & USA & $\\dots$ \\\\\n", "\t23 & AVP & Wilkes-Barre/Scranton Intl & Wilkes-Barre/Scranton & PA & USA & $\\dots$ \\\\\n", "\t24 & AZO & Kalamazoo County & Kalamazoo & MI & USA & $\\dots$ \\\\\n", "\t25 & BDL & Bradley International & Windsor Locks & CT & USA & $\\dots$ \\\\\n", "\t26 & BET & Bethel & Bethel & AK & USA & $\\dots$ \\\\\n", "\t27 & BFL & Meadows & Bakersfield & CA & USA & $\\dots$ \\\\\n", "\t28 & BGM & Binghamton Regional & Binghamton & NY & USA & $\\dots$ \\\\\n", "\t29 & BGR & Bangor International & Bangor & ME & USA & $\\dots$ \\\\\n", "\t30 & BHM & Birmingham International & Birmingham & AL & USA & $\\dots$ \\\\\n", "\t$\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m305×7 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m iata \u001b[0m\u001b[1m name \u001b[0m\u001b[1m city \u001b[0m\u001b[1m s\u001b[0m ⋯\n", "\u001b[1m \u001b[0m│\u001b[90m String \u001b[0m\u001b[90m String \u001b[0m\u001b[90m String \u001b[0m\u001b[90m S\u001b[0m ⋯\n", "─────┼──────────────────────────────────────────────────────────────────────────\n", " 1 │ ABE Lehigh Valley International Allentown P ⋯\n", " 2 │ ABI Abilene Regional Abilene T\n", " 3 │ ABQ Albuquerque International Albuquerque N\n", " 4 │ ABY Southwest Georgia Regional Albany G\n", " 5 │ ACK Nantucket Memorial Nantucket M ⋯\n", " 6 │ ACT Waco Regional Waco T\n", " 7 │ ACV Arcata Arcata/Eureka C\n", " 8 │ ACY Atlantic City International Atlantic City N\n", " 9 │ ADK Adak Adak A ⋯\n", " 10 │ ADQ Kodiak Kodiak A\n", " 11 │ AEX Alexandria International Alexandria L\n", " ⋮ │ ⋮ ⋮ ⋮ ⋱\n", " 296 │ VLD Valdosta Regional Valdosta G\n", " 297 │ VPS Eglin Air Force Base Valparaiso F ⋯\n", " 298 │ WRG Wrangell Wrangell A\n", " 299 │ WYS Yellowstone West Yellowstone M\n", " 300 │ XNA Northwest Arkansas Regional Fayetteville/Springdale/Rogers A\n", " 301 │ YAK Yakutat Yakutat A ⋯\n", " 302 │ YKM Yakima Air Terminal Yakima W\n", " 303 │ YUM Yuma MCAS-Yuma International Yuma A\n", " 304 │ CYS Cheyenne Cheyenne W\n", " 305 │ OGD Ogden-Hinckley Ogden U ⋯\n", "\u001b[36m 4 columns and 284 rows omitted\u001b[0m" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# create an airports data frame that has a subset of airports that are only included in the routes dataset\n", "airportsdf = DataFrame(airports)\n", "subsetairports = map(i->findfirst(airportsdf[!,:iata].==uairports[i]),1:length(uairports))\n", "airportsdf_subset = airportsdf[subsetairports,:]" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# build the adjacency matrix\n", "ei_ids = findfirst.(isequal.(flightsairportdf[!,:origin]),[uairports])\n", "ej_ids = findfirst.(isequal.(flightsairportdf[!,:destination]),[uairports])\n", "edgeweights = flightsairportdf[!,:count];" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "305×305 SparseMatrixCSC{Int64, Int64} with 5668 stored entries:\n", "⠀⠀⣾⠀⠁⡂⡂⠄⡋⢚⢚⣊⢒⢀⠀⠀⠀⢒⠀⢸⡒⡍⠐⣒⠈⠠⡒⢚⢚⠀⠀⠀⠐⡰⠰⠖⠀⡒⠀⠀\n", "⠚⠛⢾⠓⠲⡚⡖⠓⠖⢺⢻⢻⢺⡶⠂⠗⠒⠿⠖⣺⣿⠖⠒⠶⠶⡚⡟⠻⢿⠒⠰⠗⢞⢛⢺⡒⠲⠞⠒⠆\n", "⠡⠠⣸⠢⠪⠂⢧⠰⠷⢺⢹⠸⢸⠰⠲⠢⠁⣻⠄⠸⠷⠇⠒⢿⠾⠀⡷⢻⠾⠇⠸⠷⠴⡸⢺⠸⠤⠇⠂⠁\n", "⠈⠌⢼⠉⢉⡓⠁⠀⡉⢸⢹⣸⢘⡘⠀⠈⠂⢹⡋⢉⠻⡋⠈⢻⢉⢀⡋⢹⠉⠉⠉⠉⢋⢸⠼⠉⠐⠋⠀⠆\n", "⣫⢈⣸⣁⣹⣃⣃⣈⣏⣹⣹⣹⣘⢍⡀⣚⠀⣼⡇⣘⣿⣯⢸⣻⣻⢈⡏⣿⣻⡍⢌⣋⣫⣨⣸⣝⢙⣋⣁⡄\n", "⡺⢰⣿⣒⣓⡒⣓⣲⣗⣺⣺⣺⣛⢒⡒⣖⠒⣻⣂⣒⣻⣿⢚⣳⣺⢲⡗⣿⣲⡒⢒⣖⣚⣐⣲⢚⣐⣛⡒⡒\n", "⠘⢐⢺⡶⢒⡒⣒⠰⡖⢜⢻⢘⢄⠑⠀⡒⠐⣛⣂⢒⣿⡖⢰⣚⣳⠰⣆⢿⢻⣃⣖⣓⡺⢾⢸⢺⢒⡚⠆⠦\n", "⠀⠀⢬⠄⠸⡂⡀⠀⣠⢨⢸⢬⢠⠠⠄⠁⠤⢠⠀⢀⠳⡃⠀⣩⣨⠨⡗⢾⢺⠄⠄⡖⠑⠸⠹⠂⠀⠽⠀⠄\n", "⢠⢀⣼⡄⣥⣠⣌⣀⣀⣤⣼⣠⣴⢠⠀⣃⢀⣴⡀⣼⣤⣢⣠⣤⣀⡀⣧⣼⣤⣄⣀⣀⣤⢠⣸⣤⣀⣤⣀⡀\n", "⣀⣀⣸⣡⣀⡁⡏⢈⣉⢩⢨⢸⢨⢘⠀⢀⣀⣬⡄⣩⣻⣁⢉⣿⡉⠀⣧⣩⣊⡁⣄⣁⣋⢈⣩⣈⣀⣃⡀⡃\n", "⡜⠬⢻⠟⠽⠇⡿⠢⡿⣿⣿⣾⢻⠿⠽⠢⠠⣻⠟⢺⣎⠝⢘⣿⡿⠺⣿⣿⣿⠇⠋⠿⢿⢻⢻⣿⠄⠿⠬⠇\n", "⢰⢠⢸⡄⣼⣄⣦⣀⣶⣲⢾⣰⣰⢲⡄⣠⠀⣾⣧⣴⣶⣴⢠⡶⣶⣐⣗⣾⣶⣦⢤⣦⣶⢰⣸⣲⠠⣶⣆⡀\n", "⠂⡀⣸⠣⠚⠃⠃⢐⡛⢚⢺⣚⢙⡚⡂⡚⠀⠸⠃⠈⣻⡋⢘⢻⢔⠑⡇⣾⣙⡃⠈⣫⢛⣹⢘⠘⠁⢓⠁⠁\n", "⣸⢈⣿⡉⣽⣋⣏⣈⣯⣭⣽⣭⣬⣝⣹⣍⣉⣿⡍⣻⣿⣿⣹⣽⣩⣭⣵⣿⣿⣁⣍⣹⣹⣹⣹⣯⣈⣹⣁⡁\n", "⠚⠐⢻⠓⠾⠇⡇⠀⡟⠾⢸⠺⠿⢲⠚⠖⠀⢿⠎⠸⠿⠟⠸⣿⠷⠸⠟⢻⠾⠃⠓⠻⠟⢺⢼⠓⠚⡗⡀⠂\n", "⠀⠀⢴⠆⢶⡆⡇⠀⡦⢱⢸⢴⢼⢹⢠⠥⠀⢸⠄⢹⣯⡄⠠⣷⡦⣠⣇⣹⣽⡀⠀⡠⢰⢸⢹⡢⠀⢎⠋⠄\n", "⢐⡠⣾⢑⣐⡣⣋⣐⡋⣺⢚⢸⣺⣎⣑⡀⠀⣛⡋⢘⣿⣓⢘⣛⣟⣰⣗⣺⣻⣁⣐⣒⢰⣲⣰⣚⠀⣓⡀⠀\n", "⢰⠆⢺⠲⣚⡒⡖⠃⣖⢾⣸⢚⣲⣒⠳⠂⠒⣾⡃⢺⣿⣶⢲⣺⣒⠐⡷⣾⢶⠓⠳⡲⣰⢺⣺⣾⠂⣲⠗⠓\n", "⢠⠠⣸⠆⠤⠇⡴⠀⡷⢰⣴⢸⣸⠰⣄⡄⠀⣼⠤⢸⣤⡅⢠⣦⢥⢀⣆⣸⢾⠤⡠⢄⢤⢠⢨⣠⠠⠆⠁⡀\n", "⠀⠀⠸⠄⠌⠀⠠⠄⠁⠼⢸⠨⠨⡅⠀⠄⠀⠸⠤⠨⠦⠇⠈⠹⠅⠀⠅⠸⠠⠈⠋⠄⠀⠈⢽⠁⠁⠠⠀⠀" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "A = 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"\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "spy(A)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "true" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "issymmetric(A)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There is one popular graphs package in julia and that is the `LightGraphs` package. It does offer a lot of functionality and encourage you to check it out. Nevertheless, the operations we will need here will be basic graph analysis operations and we will make use of the `MatrixNetworks` package. For future reference, and for when you have a \"graphs-heavy\" project, here's a quick example of how you would build a graph via `LightGraphs`." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{305, 2834} undirected simple Int64 graph" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "L = SimpleGraph(A)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "true" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "G = SimpleGraph(10) # SimpleGraph(nnodes,nedges) \n", "add_edge!(G,7,5) # modifies graph in place.\n", "add_edge!(G,3,5)\n", "add_edge!(G,5,2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For now, we will go back to use the graph's adjacency matrix to perform all the operations we want to perform.\n", "\n", "The first is finding the connected components of the graph. Often, it is important to know if the graph you are given is connected specially if you want to later perform diffusion operations on it. Think of it this way: if the graph is disconnected, this means that there is no way for information to travel from one component to another." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### scomponents" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "MatrixNetworks.Strong_components_output([1, 1, 1, 1, 1, 1, 1, 1, 1, 1 … 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], [305], 1, MatrixNetwork{Int64}(305, [1, 13, 15, 56, 57, 60, 61, 67, 70, 71 … 5619, 5626, 5628, 5629, 5656, 5658, 5659, 5665, 5667, 5669], [19, 30, 62, 64, 74, 88, 151, 163, 168, 188 … 115, 143, 156, 158, 221, 268, 81, 268, 101, 268], [1, 1, 1, 1, 1, 1, 1, 1, 1, 1 … 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]))" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cc = scomponents(A)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "cc.sizes will show the size of each component found. Here, only one component was found and it contains all 305 nodes. This is great, because this means that the graph is connected. \n", "\n", "Next, we will look at the degree distribution of this graph." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "degrees = sum(A,dims=2)[:]\n", "p1 = plot(sort(degrees,rev=true),ylabel=\"log degree\",legend=false,yaxis=:log)\n", "p2 = plot(sort(degrees,rev=true),ylabel=\"degree\",legend=false)\n", "plot(p1,p2,size=(600,300))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is actually very interesting because it looks like that the airline transportation network seems to fit a powerlaw degree distribution. Knowing that your graph fits a well known model for degree distribution can be very helpful for further studying it. (For instance, there is a lot of literature on graphs that fit power law degree distributions)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Out of curiosity, let's find the airport that has the most connections" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\"ATL\"" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "maxdegreeid = argmax(degrees)\n", "uairports[maxdegreeid]" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "height": 300, "layer": [ { "data": { "format": { "feature": "states", "type": "topojson" }, "values": { "arcs": [ [ [ 15739, 57220 ], [ 0, 0 ] ], [ [ 15739, 57220 ], [ 29, 62 ], [ 47, -273 ] ], [ [ 15815, 57009 ], [ -6, -86 ] ], [ [ 15809, 56923 ], [ 0, 0 ] ], [ [ 15809, 56923 ], [ -36, -8 ], [ 6, -210 ], [ 32, 178 ] ], [ [ 15811, 56883 ], [ 9, -194 ], [ 44, -176 ], 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", "image/svg+xml": [ "\n", "\n", "\n" ], "text/plain": [ "@vlplot(\n", " width=500,\n", " height=300,\n", " layer=[\n", " {\n", " mark={\n", " fill=\"lightgray\",\n", " stroke=\"white\",\n", " type=\"geoshape\"\n", " },\n", " data={\n", " values=Vega JSON Dataset,\n", " format={\n", " type=\"topojson\",\n", " feature=\"states\"\n", " }\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " }\n", " },\n", " {\n", " data={\n", " values=...\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"circle\",\n", " encoding={\n", " longitude={\n", " field=\"longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"latitude\",\n", " type=\"quantitative\"\n", " },\n", " size={\n", " value=10\n", " },\n", " color={\n", " value=\"steelblue\"\n", " }\n", " }\n", " },\n", " {\n", " data={\n", " values=...\n", " },\n", " transform=[\n", " {\n", " filter={\n", " field=\"origin\",\n", " equal=\"ATL\"\n", " }\n", " },\n", " {\n", " lookup=\"origin\",\n", " from={\n", " data={\n", " values=...\n", " },\n", " key=\"iata\",\n", " fields=[\n", " \"latitude\",\n", " \"longitude\"\n", " ]\n", " },\n", " as=[\n", " \"origin_latitude\",\n", " \"origin_longitude\"\n", " ]\n", " },\n", " {\n", " lookup=\"destination\",\n", " from={\n", " data={\n", " values=...\n", " },\n", " key=\"iata\",\n", " fields=[\n", " \"latitude\",\n", " \"longitude\"\n", " ]\n", " },\n", " as=[\n", " \"dest_latitude\",\n", " \"dest_longitude\"\n", " ]\n", " }\n", " ],\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"rule\",\n", " encoding={\n", " longitude={\n", " field=\"origin_longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"origin_latitude\",\n", " type=\"quantitative\"\n", " },\n", " longitude2={\n", " field=\"dest_longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude2={\n", " field=\"dest_latitude\",\n", " type=\"quantitative\"\n", " }\n", " }\n", " }\n", " ]\n", ")" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "us10m = dataset(\"us-10m\")\n", "@vlplot(width=500, height=300) +\n", "@vlplot(\n", " mark={\n", " :geoshape,\n", " fill=:lightgray,\n", " stroke=:white\n", " },\n", " data={\n", " values=us10m,\n", " format={\n", " type=:topojson,\n", " feature=:states\n", " }\n", " },\n", " projection={type=:albersUsa},\n", ") +\n", "@vlplot(\n", " :circle,\n", " data=airportsdf_subset,\n", " projection={type=:albersUsa},\n", " longitude=\"longitude:q\",\n", " latitude=\"latitude:q\",\n", " size={value=10},\n", " color={value=:steelblue}\n", ")+\n", "@vlplot(\n", " :rule,\n", " data=flightsairport,\n", " transform=[\n", " {filter={field=:origin,equal=:ATL}},\n", " {\n", " lookup=:origin,\n", " from={\n", " data=airportsdf_subset,\n", " key=:iata,\n", " fields=[\"latitude\", \"longitude\"]\n", " },\n", " as=[\"origin_latitude\", \"origin_longitude\"]\n", " },\n", " {\n", " lookup=:destination,\n", " from={\n", " data=airportsdf_subset,\n", " key=:iata,\n", " fields=[\"latitude\", \"longitude\"]\n", " },\n", " as=[\"dest_latitude\", \"dest_longitude\"]\n", " }\n", " ],\n", " projection={type=:albersUsa},\n", " longitude=\"origin_longitude:q\",\n", " latitude=\"origin_latitude:q\",\n", " longitude2=\"dest_longitude:q\",\n", " latitude2=\"dest_latitude:q\"\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 🟡Shortest path problem\n", "Finding the shortest path between two nodes. We will use Dijkstra's algorithm." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "([1.0, 2.0, 1.0, 1.0, 2.0, 2.0, 2.0, 1.0, 2.0, 2.0 … 1.0, 1.0, 3.0, 2.0, 1.0, 3.0, 2.0, 2.0, 2.0, 2.0], [19, 82, 19, 19, 151, 82, 270, 19, 17, 17 … 19, 19, 154, 268, 19, 54, 268, 221, 268, 268])" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ATL_paths = dijkstra(A,maxdegreeid)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will find a node that has the longest distance from ATL." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.0" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ATL_paths[1][maxdegreeid]" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "3.0" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "maximum(ATL_paths[1])" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "stop1 = argmax(ATL_paths[1]) = 123\n", "uairports[stop1] = \"GST\"\n" ] } ], "source": [ "@show stop1 = argmax(ATL_paths[1])\n", "@show uairports[stop1];" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "stop2 = (ATL_paths[2])[stop1] = 152\n", "uairports[stop2] = \"JNU\"\n" ] } ], "source": [ "@show stop2 = ATL_paths[2][stop1]\n", "@show uairports[stop2];" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "stop3 = (ATL_paths[2])[stop2] = 259\n", "uairports[stop3] = \"SEA\"\n" ] } ], "source": [ "@show stop3 = ATL_paths[2][stop2]\n", "@show uairports[stop3];" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "stop4 = (ATL_paths[2])[stop3] = 19\n", "uairports[stop4] = \"ATL\"\n" ] } ], "source": [ "@show stop4 = ATL_paths[2][stop3]\n", "@show uairports[stop4];" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "height": 500, "layer": [ { "data": { "format": { "feature": "states", "type": "topojson" }, "values": { "arcs": [ [ [ 15739, 57220 ], [ 0, 0 ] ], [ [ 15739, 57220 ], [ 29, 62 ], [ 47, -273 ] ], [ [ 15815, 57009 ], [ -6, -86 ] ], [ [ 15809, 56923 ], [ 0, 0 ] ], [ [ 15809, 56923 ], [ -36, -8 ], [ 6, -210 ], [ 32, 178 ] ], [ [ 15811, 56883 ], [ 9, -194 ], [ 44, -176 ], [ -29, -151 ], [ -24, -319 ] ], [ [ 15811, 56043 ], [ -12, -216 ], [ 26, -171 ] ], [ [ 15825, 55656 ], [ -2, 1 ] ], [ [ 15823, 55657 ], [ -19, 10 ], [ 26, -424 ], [ -26, -52 ] ], [ [ 15804, 55191 ], [ -30, -72 ], [ -47, -344 ] ], [ [ 15727, 54775 ], [ -35, 140 ], [ -34, -3 ], 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", "image/svg+xml": [ "\n", "\n", "\n" ], "text/plain": [ "@vlplot(\n", " width=800,\n", " height=500,\n", " layer=[\n", " {\n", " mark={\n", " fill=\"#eee\",\n", " stroke=\"white\",\n", " type=\"geoshape\"\n", " },\n", " data={\n", " values=Vega JSON Dataset,\n", " format={\n", " type=\"topojson\",\n", " feature=\"states\"\n", " }\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " }\n", " },\n", " {\n", " data={\n", " values=...\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"circle\",\n", " encoding={\n", " longitude={\n", " field=\"longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"latitude\",\n", " type=\"quantitative\"\n", " },\n", " size={\n", " value=5\n", " },\n", " color={\n", " value=\"gray\"\n", " }\n", " }\n", " },\n", " {\n", " data={\n", " values=[\n", " {\n", " airport=\"ATL\",\n", " order=1\n", " },\n", " {\n", " airport=\"SEA\",\n", " order=2\n", " },\n", " {\n", " airport=\"JNU\",\n", " order=3\n", " },\n", " {\n", " airport=\"GST\",\n", " order=4\n", " }\n", " ]\n", " },\n", " transform=[\n", " {\n", " lookup=\"airport\",\n", " from={\n", " data={\n", " values=...\n", " },\n", " key=\"iata\",\n", " fields=[\n", " \"latitude\",\n", " \"longitude\"\n", " ]\n", " }\n", " }\n", " ],\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"line\",\n", " encoding={\n", " longitude={\n", " field=\"longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"latitude\",\n", " type=\"quantitative\"\n", " },\n", " order={\n", " field=\"order\",\n", " type=\"ordinal\"\n", " }\n", " }\n", " }\n", " ]\n", ")" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "using VegaLite, VegaDatasets\n", "\n", "us10m = dataset(\"us-10m\")\n", "airports = dataset(\"airports\")\n", "\n", "@vlplot(width=800, height=500) +\n", "@vlplot(\n", " mark={\n", " :geoshape,\n", " fill=\"#eee\",\n", " stroke=:white\n", " },\n", " data={\n", " values=us10m,\n", " format={\n", " type=:topojson,\n", " feature=:states\n", " }\n", " },\n", " projection={type=:albersUsa},\n", ") +\n", "@vlplot(\n", " :circle,\n", " data=airportsdf_subset,\n", " projection={type=:albersUsa},\n", " longitude=\"longitude:q\",\n", " latitude=\"latitude:q\",\n", " size={value=5},\n", " color={value=:gray}\n", ") +\n", "@vlplot(\n", " :line,\n", " data={\n", " values=[\n", " {airport=:ATL,order=1},\n", " {airport=:SEA,order=2},\n", " {airport=:JNU,order=3},\n", " {airport=:GST,order=4}\n", " ]\n", " },\n", " transform=[{\n", " lookup=:airport,\n", " from={\n", " data=airports,\n", " key=:iata,\n", " fields=[\"latitude\",\"longitude\"]\n", " }\n", " }],\n", " projection={type=:albersUsa},\n", " longitude=\"longitude:q\",\n", " latitude=\"latitude:q\",\n", " order={field=:order,type=:ordinal}\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can look at distances from other airports too, and put the whole thing in a function." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "uairports[nodeid] = \"ABY\"\n" ] }, { "data": { "text/plain": [ "(123, \"GST\")" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "nodeid = argmin(degrees)\n", "@show uairports[nodeid]\n", "d = dijkstra(A,nodeid)\n", "argmax(d[1]),uairports[argmax(d[1])]" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5-element Vector{String}:\n", " \"GST\"\n", " \"JNU\"\n", " \"ANC\"\n", " \"ATL\"\n", " \"ABY\"" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "function find_path(d,id)\n", " shortestpath = zeros(Int,1+Int.(d[1][id]))\n", " shortestpath[1] = id\n", " for i = 2:length(shortestpath)\n", " shortestpath[i] = d[2][shortestpath[i-1]]\n", " end\n", " return shortestpath\n", "end\n", "p = find_path(d,123)\n", "uairports[p]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 🟡Minimum Spanning Tree (MST)\n", "The next problem is forming a minimum spanning tree on the graph. The idea of a minimum spanning tree is to connect all nodes in the graph with as little edges as possible. We will use Prim's algorithm for this problem." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "search: \u001b[0m\u001b[1mm\u001b[22m\u001b[0m\u001b[1ms\u001b[22m\u001b[0m\u001b[1mt\u001b[22m\u001b[0m\u001b[1m_\u001b[22m\u001b[0m\u001b[1mp\u001b[22m\u001b[0m\u001b[1mr\u001b[22m\u001b[0m\u001b[1mi\u001b[22m\u001b[0m\u001b[1mm\u001b[22m \u001b[0m\u001b[1mm\u001b[22m\u001b[0m\u001b[1ms\u001b[22m\u001b[0m\u001b[1mt\u001b[22m\u001b[0m\u001b[1m_\u001b[22m\u001b[0m\u001b[1mp\u001b[22m\u001b[0m\u001b[1mr\u001b[22m\u001b[0m\u001b[1mi\u001b[22m\u001b[0m\u001b[1mm\u001b[22m_matrix\n", "\n" ] }, { "data": { "text/latex": [ "\\subsection{MST\\_PRIM}\n", "\\begin{verbatim}\n", "compute a minimum spanning tree with Prim's algorithm.\n", "T = mst_prim_matrix(A) computes a minimum spanning tree T using Prim's algorithm\n", "for the spanning tree of a graph with non-negative edge weights.\n", "\n", "T = mst_prim_matrix(A,false) produces an MST for just the component at A containing\n", "vertex 1. T = mst_prim_matrix(A,0,u) produces the MST for the component\n", "containing vertex u.\n", "\n", "(ti,tj,tv,nverts) = mst_prim(A) returns the edges from the matrix and does not\n", "convert to a sparse matrix structure. This saves a bit of work and is\n", "required when there are 0 edge weights.\n", "\\end{verbatim}\n", "\\subsection{Functions}\n", "\\begin{itemize}\n", "\\item (ti,tj,tv,nverts) = mst\\_prim(A::MatrixNetwork,full::Bool,u::Int64)\n", "\n", "\n", "\\item (ti,tj,tv,nverts) = mst\\_prim(A::MatrixNetwork)\n", "\n", "\n", "\\item (ti,tj,tv,nverts) = mst\\_prim\\{T\\}(A::SparseMatrixCSC\\{T,Int64\\},full::Bool,u::Int64)\n", "\n", "\n", "\\item (ti,tj,tv,nverts) = mst\\_prim\\{T\\}(A::SparseMatrixCSC\\{T,Int64\\})\n", "\n", "\n", "\\item T = mst\\emph{prim}matrix(A::MatrixNetwork,full::Bool,u::Int64) \\#output modifier\n", "\n", "\n", "\\item T = mst\\emph{prim}matrix(A::MatrixNetwork) \\#output modifier\n", "\n", "\n", "\\item T = mst\\emph{prim}matrix\\{T\\}(A::SparseMatrixCSC\\{T,Int64\\},full::Bool,u::Int64) \\#output modifier\n", "\n", "\n", "\\item T = mst\\emph{prim}matrix\\{T\\}(A::SparseMatrixCSC\\{T,Int64\\}) \\#output modifier\n", "\n", "\\end{itemize}\n", "\\subsection{Example}\n", "\\begin{verbatim}\n", "A = load_matrix_network(\"airports\")\n", "A = -A #convert to travel time\n", "A = max.(A,A')\n", "A = sparse(A)\n", "(ti,tj,tv,nverts) = mst_prim(A)\n", "\\end{verbatim}\n" ], "text/markdown": [ "## MST_PRIM\n", "\n", "```\n", "compute a minimum spanning tree with Prim's algorithm.\n", "T = mst_prim_matrix(A) computes a minimum spanning tree T using Prim's algorithm\n", "for the spanning tree of a graph with non-negative edge weights.\n", "\n", "T = mst_prim_matrix(A,false) produces an MST for just the component at A containing\n", "vertex 1. T = mst_prim_matrix(A,0,u) produces the MST for the component\n", "containing vertex u.\n", "\n", "(ti,tj,tv,nverts) = mst_prim(A) returns the edges from the matrix and does not\n", "convert to a sparse matrix structure. This saves a bit of work and is\n", "required when there are 0 edge weights.\n", "```\n", "\n", "## Functions\n", "\n", " * (ti,tj,tv,nverts) = mst_prim(A::MatrixNetwork,full::Bool,u::Int64)\n", " * (ti,tj,tv,nverts) = mst_prim(A::MatrixNetwork)\n", " * (ti,tj,tv,nverts) = mst_prim{T}(A::SparseMatrixCSC{T,Int64},full::Bool,u::Int64)\n", " * (ti,tj,tv,nverts) = mst_prim{T}(A::SparseMatrixCSC{T,Int64})\n", " * T = mst*prim*matrix(A::MatrixNetwork,full::Bool,u::Int64) #output modifier\n", " * T = mst*prim*matrix(A::MatrixNetwork) #output modifier\n", " * T = mst*prim*matrix{T}(A::SparseMatrixCSC{T,Int64},full::Bool,u::Int64) #output modifier\n", " * T = mst*prim*matrix{T}(A::SparseMatrixCSC{T,Int64}) #output modifier\n", "\n", "## Example\n", "\n", "```\n", "A = load_matrix_network(\"airports\")\n", "A = -A #convert to travel time\n", "A = max.(A,A')\n", "A = sparse(A)\n", "(ti,tj,tv,nverts) = mst_prim(A)\n", "```\n" ], "text/plain": [ "\u001b[1m MST_PRIM\u001b[22m\n", "\u001b[1m ==========\u001b[22m\n", "\n", "\u001b[36m compute a minimum spanning tree with Prim's algorithm.\u001b[39m\n", "\u001b[36m T = mst_prim_matrix(A) computes a minimum spanning tree T using Prim's algorithm\u001b[39m\n", "\u001b[36m for the spanning tree of a graph with non-negative edge weights.\u001b[39m\n", "\u001b[36m \u001b[39m\n", "\u001b[36m T = mst_prim_matrix(A,false) produces an MST for just the component at A containing\u001b[39m\n", "\u001b[36m vertex 1. T = mst_prim_matrix(A,0,u) produces the MST for the component\u001b[39m\n", "\u001b[36m containing vertex u.\u001b[39m\n", "\u001b[36m \u001b[39m\n", "\u001b[36m (ti,tj,tv,nverts) = mst_prim(A) returns the edges from the matrix and does not\u001b[39m\n", "\u001b[36m convert to a sparse matrix structure. This saves a bit of work and is\u001b[39m\n", "\u001b[36m required when there are 0 edge weights.\u001b[39m\n", "\n", "\u001b[1m Functions\u001b[22m\n", "\u001b[1m ===========\u001b[22m\n", "\n", " • (ti,tj,tv,nverts) = mst_prim(A::MatrixNetwork,full::Bool,u::Int64)\n", "\n", " • (ti,tj,tv,nverts) = mst_prim(A::MatrixNetwork)\n", "\n", " • (ti,tj,tv,nverts) =\n", " mst_prim{T}(A::SparseMatrixCSC{T,Int64},full::Bool,u::Int64)\n", "\n", " • (ti,tj,tv,nverts) = mst_prim{T}(A::SparseMatrixCSC{T,Int64})\n", "\n", " • T = mst\u001b[4mprim\u001b[24mmatrix(A::MatrixNetwork,full::Bool,u::Int64) #output\n", " modifier\n", "\n", " • T = mst\u001b[4mprim\u001b[24mmatrix(A::MatrixNetwork) #output modifier\n", "\n", " • T = mst\u001b[4mprim\u001b[24mmatrix{T}(A::SparseMatrixCSC{T,Int64},full::Bool,u::Int64)\n", " #output modifier\n", "\n", " • T = mst\u001b[4mprim\u001b[24mmatrix{T}(A::SparseMatrixCSC{T,Int64}) #output modifier\n", "\n", "\u001b[1m Example\u001b[22m\n", "\u001b[1m =========\u001b[22m\n", "\n", "\u001b[36m A = load_matrix_network(\"airports\")\u001b[39m\n", "\u001b[36m A = -A #convert to travel time\u001b[39m\n", "\u001b[36m A = max.(A,A')\u001b[39m\n", "\u001b[36m A = sparse(A)\u001b[39m\n", "\u001b[36m (ti,tj,tv,nverts) = mst_prim(A)\u001b[39m" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "?mst_prim" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "([2, 3, 4, 5, 6, 7, 8, 9, 10, 11 … 296, 297, 298, 299, 300, 301, 302, 303, 304, 305], [66, 286, 19, 151, 82, 197, 19, 17, 17, 19 … 19, 182, 231, 268, 141, 54, 268, 156, 268, 101], [1, 1, 1, 1, 1, 1, 1, 1, 1, 1 … 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 305)" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ti,tj,tv,nverts = mst_prim(A)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will form a new DataFrame with a new set of edges (from the MST)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

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2ABQTPA
3ABYATL
4ACKJFK
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18ATLABE
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20AUSPHL
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26BFLLAS
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28BGRATL
29BHMABE
30BILORD
⋮⋮⋮
" ], "text/latex": [ "\\begin{tabular}{r|cc}\n", "\t& ei & ej\\\\\n", "\t\\hline\n", "\t& String & String\\\\\n", "\t\\hline\n", "\t1 & ABI & CMI \\\\\n", "\t2 & ABQ & TPA \\\\\n", "\t3 & ABY & ATL \\\\\n", "\t4 & ACK & JFK \\\\\n", "\t5 & ACT & DFW \\\\\n", "\t6 & ACV & MRY \\\\\n", "\t7 & ACY & ATL \\\\\n", "\t8 & ADK & ANC \\\\\n", "\t9 & ADQ & ANC \\\\\n", "\t10 & AEX & ATL \\\\\n", "\t11 & AGS & ATL \\\\\n", "\t12 & AKN & ANC \\\\\n", "\t13 & ALB & PHL \\\\\n", "\t14 & ALO & MSP \\\\\n", "\t15 & AMA & TUL \\\\\n", "\t16 & ANC & OGG \\\\\n", "\t17 & ASE & TUL \\\\\n", "\t18 & ATL & ABE \\\\\n", "\t19 & ATW & PHL \\\\\n", "\t20 & AUS & PHL \\\\\n", "\t21 & AVL & ATL \\\\\n", "\t22 & AVP & PHL \\\\\n", "\t23 & AZO & XNA \\\\\n", "\t24 & BDL & PHL \\\\\n", "\t25 & BET & ANC \\\\\n", "\t26 & BFL & LAS \\\\\n", "\t27 & BGM & DTW \\\\\n", "\t28 & BGR & ATL \\\\\n", "\t29 & BHM & ABE \\\\\n", "\t30 & BIL & ORD \\\\\n", "\t$\\dots$ & $\\dots$ & $\\dots$ \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m304×2 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m ei \u001b[0m\u001b[1m ej \u001b[0m\n", "\u001b[1m \u001b[0m│\u001b[90m String \u001b[0m\u001b[90m String \u001b[0m\n", "─────┼────────────────\n", " 1 │ ABI CMI\n", " 2 │ ABQ TPA\n", " 3 │ ABY ATL\n", " 4 │ ACK JFK\n", " 5 │ ACT DFW\n", " 6 │ ACV MRY\n", " 7 │ ACY ATL\n", " 8 │ ADK ANC\n", " 9 │ ADQ ANC\n", " 10 │ AEX ATL\n", " 11 │ AGS ATL\n", " ⋮ │ ⋮ ⋮\n", " 295 │ VLD ATL\n", " 296 │ VPS MEM\n", " 297 │ WRG PSG\n", " 298 │ WYS SLC\n", " 299 │ XNA IND\n", " 300 │ YAK CDV\n", " 301 │ YKM SLC\n", " 302 │ YUM LAS\n", " 303 │ CYS SLC\n", " 304 │ OGD FAT\n", "\u001b[36m 283 rows omitted\u001b[0m" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_edges = DataFrame(:ei=>uairports[ti],:ej=>uairports[tj])" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "height": 500, "layer": [ 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"SBA", "ej": "MFR" }, { "ei": "SBN", "ej": "ORD" }, { "ei": "SBP", "ej": "MFR" }, { "ei": "SCC", "ej": "FAI" }, { "ei": "SCE", "ej": "ATL" }, { "ei": "SDF", "ej": "PHL" }, { "ei": "SEA", "ej": "PHL" }, { "ei": "SFO", "ej": "PHL" }, { "ei": "SGF", "ej": "XNA" }, { "ei": "SGU", "ej": "TWF" }, { "ei": "SHV", "ej": "MEM" }, { "ei": "SIT", "ej": "SEA" }, { "ei": "SJC", "ej": "RNO" }, { "ei": "SJT", "ej": "DFW" }, { "ei": "SJU", "ej": "PHL" }, { "ei": "SLC", "ej": "PHL" }, { "ei": "SLE", "ej": "TWF" }, { "ei": "SMF", "ej": "PHL" }, { "ei": "SMX", "ej": "LAX" }, { "ei": "SNA", "ej": "RNO" }, { "ei": "SPI", "ej": "ORD" }, { "ei": "SPS", "ej": "DFW" }, { "ei": "SRQ", "ej": "TPA" }, { "ei": "STL", "ej": "PHL" }, { "ei": "STT", "ej": "PHL" }, { "ei": "STX", "ej": "ATL" }, { "ei": "SUN", "ej": "TWF" }, { "ei": "SUX", "ej": "MSP" }, { "ei": "SWF", "ej": "TPA" }, { "ei": "SYR", "ej": "PHL" }, { "ei": "TEX", "ej": "PHX" }, { "ei": "TLH", "ej": "TPA" }, { "ei": "TOL", "ej": "ORD" }, { "ei": "TPA", 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", "image/svg+xml": [ "\n", "\n", "\n" ], "text/plain": [ "@vlplot(\n", " width=800,\n", " height=500,\n", " layer=[\n", " {\n", " mark={\n", " fill=\"#eee\",\n", " stroke=\"white\",\n", " type=\"geoshape\"\n", " },\n", " data={\n", " values=Vega JSON Dataset,\n", " format={\n", " type=\"topojson\",\n", " feature=\"states\"\n", " }\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " }\n", " },\n", " {\n", " data={\n", " values=...\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"circle\",\n", " encoding={\n", " longitude={\n", " field=\"longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"latitude\",\n", " type=\"quantitative\"\n", " },\n", " size={\n", " value=20\n", " },\n", " color={\n", " value=\"gray\"\n", " }\n", " }\n", " },\n", " {\n", " data={\n", " values=...\n", " },\n", " transform=[\n", " {\n", " lookup=\"ei\",\n", " from={\n", " data={\n", " values=...\n", " },\n", " key=\"iata\",\n", " fields=[\n", " \"latitude\",\n", " \"longitude\"\n", " ]\n", " },\n", " as=[\n", " \"originx\",\n", " \"originy\"\n", " ]\n", " },\n", " {\n", " lookup=\"ej\",\n", " from={\n", " data={\n", " values=...\n", " },\n", " key=\"iata\",\n", " fields=[\n", " \"latitude\",\n", " \"longitude\"\n", " ]\n", " },\n", " as=[\n", " \"destx\",\n", " \"desty\"\n", " ]\n", " }\n", " ],\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"rule\",\n", " encoding={\n", " longitude={\n", " field=\"originy\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"originx\",\n", " type=\"quantitative\"\n", " },\n", " longitude2={\n", " field=\"desty\",\n", " type=\"quantitative\"\n", " },\n", " latitude2={\n", " field=\"destx\",\n", " type=\"quantitative\"\n", " }\n", " }\n", " }\n", " ]\n", ")" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "@vlplot(width=800, height=500) +\n", "@vlplot(\n", " mark={\n", " :geoshape,\n", " fill=\"#eee\",\n", " stroke=:white\n", " },\n", " data={\n", " values=us10m,\n", " format={\n", " type=:topojson,\n", " feature=:states\n", " }\n", " },\n", " projection={type=:albersUsa},\n", ") +\n", "@vlplot(\n", " :circle,\n", " data=airportsdf_subset,\n", " projection={type=:albersUsa},\n", " longitude=\"longitude:q\",\n", " latitude=\"latitude:q\",\n", " size={value=20},\n", " color={value=:gray}\n", ") +\n", "@vlplot(\n", " :rule,\n", " data=df_edges, #data=flightsairport,\n", " transform=[\n", " {\n", " lookup=:ei,\n", " from={\n", " data=airportsdf_subset,\n", " key=:iata,\n", " fields=[\"latitude\", \"longitude\"]\n", " },\n", " as=[\"originx\", \"originy\"]\n", " },\n", " {\n", " lookup=:ej,\n", " from={\n", " data=airportsdf_subset,\n", " key=:iata,\n", " fields=[\"latitude\", \"longitude\"]\n", " },\n", " as=[\"destx\", \"desty\"]\n", " }\n", " ],\n", " projection={type=:albersUsa},\n", " longitude=\"originy:q\",\n", " latitude=\"originx:q\",\n", " longitude2=\"desty:q\",\n", " latitude2=\"destx:q\"\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 🟡PageRank\n", "PageRank is the algorithm that got Google started. The idea is: given an network of connections between multiple nodes (web pages in the cae of Google), is there a way to return a list of ranked nodes? PageRank provides this ranking. Obviously, nodes can be ranked in several different ways but PageRank remains to be one of the most popular methods in network analysis. Let's check out the documentation of `pagerank` below." ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "\\subsection{\\texttt{pagerank}}\n", "PageRank is the stationary distribution of a Markov chain defined as follows. The behavior of the chain at state i is: \n", "\n", "\\begin{itemize}\n", "\\item with probability $\u0007lpha$, randomly transition to an out-neighbor of the current node (based on a weighted probabilities if the graph has non-negative weights).\n", "\n", "\n", "\\item with probability $1-\u0007lpha$, jump to a random node chosen anywhere in the network. \n", "\n", "\n", "\\item if there are no out-neighbors, then jump anywhere in the network with equal probability. \n", "\n", "\\end{itemize}\n", "The solution satisfies a linear system of equations. This function will solve that linear system to a 1-norm error of \\texttt{tol} where \\texttt{tol} is chosen by default to be the machine precision. \n", "\n", "The solution is always a probability distribution. \n", "\n", "\\subsection{Functions}\n", "\\begin{itemize}\n", "\\item \\texttt{x = pagerank(A::SparseMatrixCSC\\{V,Int\\},alpha::Float64)}\n", "\n", "\n", "\\item \\texttt{x = pagerank(A::MatrixNetwork\\{V\\},alpha::Float64)}\n", "\n", "\n", "\\item \\texttt{x = pagerank(A,alpha,eps::Float64)} specifies solution tolerance too. \n", "\n", "\\end{itemize}\n", "\\subsection{Inputs}\n", "\\begin{itemize}\n", "\\item \\texttt{A}: The sparse matrix or matrix network that you wish to use to compute PageRank. In the case of a sparse matrix, it must have non-negative values and the values will impact the computation as we will compute a stochastic normalization as part of the algorithm. \n", "\n", "\n", "\\item \\texttt{alpha}: the teleportation parameter given above.\n", "\n", "\n", "\\item \\texttt{tol}: the tolerance, the default choice is machine precision for floating point, which is more than enough for almost all applications. \n", "\n", "\\end{itemize}\n", "\\subsection{Examples}\n", "\\begin{verbatim}\n", "pagerank(A,alpha) \n", " # return the standard PageRank vector \n", " # with uniform teleportation and alpha=0.85 \n", " # computed to machine precision \n", "\\end{verbatim}\n" ], "text/markdown": [ "## `pagerank`\n", "\n", "PageRank is the stationary distribution of a Markov chain defined as follows. The behavior of the chain at state i is: \n", "\n", " * with probability $\u0007lpha$, randomly transition to an out-neighbor of the current node (based on a weighted probabilities if the graph has non-negative weights).\n", " * with probability $1-\u0007lpha$, jump to a random node chosen anywhere in the network.\n", " * if there are no out-neighbors, then jump anywhere in the network with equal probability.\n", "\n", "The solution satisfies a linear system of equations. This function will solve that linear system to a 1-norm error of `tol` where `tol` is chosen by default to be the machine precision. \n", "\n", "The solution is always a probability distribution. \n", "\n", "## Functions\n", "\n", " * `x = pagerank(A::SparseMatrixCSC{V,Int},alpha::Float64)`\n", " * `x = pagerank(A::MatrixNetwork{V},alpha::Float64)`\n", " * `x = pagerank(A,alpha,eps::Float64)` specifies solution tolerance too.\n", "\n", "## Inputs\n", "\n", " * `A`: The sparse matrix or matrix network that you wish to use to compute PageRank. In the case of a sparse matrix, it must have non-negative values and the values will impact the computation as we will compute a stochastic normalization as part of the algorithm.\n", " * `alpha`: the teleportation parameter given above.\n", " * `tol`: the tolerance, the default choice is machine precision for floating point, which is more than enough for almost all applications.\n", "\n", "## Examples\n", "\n", "```\n", "pagerank(A,alpha) \n", " # return the standard PageRank vector \n", " # with uniform teleportation and alpha=0.85 \n", " # computed to machine precision \n", "```\n" ], "text/plain": [ "\u001b[1m \u001b[36mpagerank\u001b[39m\u001b[22m\n", "\u001b[1m ==========\u001b[22m\n", "\n", " PageRank is the stationary distribution of a Markov chain defined as\n", " follows. The behavior of the chain at state i is:\n", "\n", " • with probability \u001b[35m\u0007lpha\u001b[39m, randomly transition to an out-neighbor of the\n", " current node (based on a weighted probabilities if the graph has\n", " non-negative weights).\n", "\n", " • with probability \u001b[35m1-\u0007lpha\u001b[39m, jump to a random node chosen anywhere in the\n", " network.\n", "\n", " • if there are no out-neighbors, then jump anywhere in the network with\n", " equal probability.\n", "\n", " The solution satisfies a linear system of equations. This function will\n", " solve that linear system to a 1-norm error of \u001b[36mtol\u001b[39m where \u001b[36mtol\u001b[39m is chosen by\n", " default to be the machine precision.\n", "\n", " The solution is always a probability distribution.\n", "\n", "\u001b[1m Functions\u001b[22m\n", "\u001b[1m ===========\u001b[22m\n", "\n", " • \u001b[36mx = pagerank(A::SparseMatrixCSC{V,Int},alpha::Float64)\u001b[39m\n", "\n", " • \u001b[36mx = pagerank(A::MatrixNetwork{V},alpha::Float64)\u001b[39m\n", "\n", " • \u001b[36mx = pagerank(A,alpha,eps::Float64)\u001b[39m specifies solution tolerance too.\n", "\n", "\u001b[1m Inputs\u001b[22m\n", "\u001b[1m ========\u001b[22m\n", "\n", " • \u001b[36mA\u001b[39m: The sparse matrix or matrix network that you wish to use to compute\n", " PageRank. In the case of a sparse matrix, it must have non-negative\n", " values and the values will impact the computation as we will compute a\n", " stochastic normalization as part of the algorithm.\n", "\n", " • \u001b[36malpha\u001b[39m: the teleportation parameter given above.\n", "\n", " • \u001b[36mtol\u001b[39m: the tolerance, the default choice is machine precision for\n", " floating point, which is more than enough for almost all applications.\n", "\n", "\u001b[1m Examples\u001b[22m\n", "\u001b[1m ==========\u001b[22m\n", "\n", "\u001b[36m pagerank(A,alpha) \u001b[39m\n", "\u001b[36m # return the standard PageRank vector \u001b[39m\n", "\u001b[36m # with uniform teleportation and alpha=0.85 \u001b[39m\n", "\u001b[36m # computed to machine precision \u001b[39m" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "?MatrixNetworks.pagerank" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we will run PageRank on our adjacency matrix `A`." ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "305-element Vector{Float64}:\n", " 0.0020923348051623326\n", " 0.0009436892155004145\n", " 0.006119901015186467\n", " 0.0006607117011710984\n", " 0.0008603728281911192\n", " 0.0006445871130434956\n", " 0.0015924822798577083\n", " 0.0009129198498983633\n", " 0.0007673129766872152\n", " 0.0007673129766872152\n", " 0.0009549149040574479\n", " 0.0010558743385657198\n", " 0.0013344573507603737\n", " ⋮\n", " 0.0006445871130434956\n", " 0.0027593013724303977\n", " 0.0006607117011710984\n", " 0.001475388547065869\n", " 0.0017187137444043738\n", " 0.0006494983427307581\n", " 0.0043517606900941854\n", " 0.0016096866743709605\n", " 0.0006494983427307581\n", " 0.0015555904158222685\n", " 0.0007866027711239782\n", " 0.0008103673010237374" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "v = MatrixNetworks.pagerank(A,0.85)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here, note that the return vector `v` sums to `1`." ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.0000000000000002" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sum(v)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

305 rows × 8 columns (omitted printing of 3 columns)

iatanamecitystatecountry
StringStringStringStringString
1ABELehigh Valley InternationalAllentownPAUSA
2ABIAbilene RegionalAbileneTXUSA
3ABQAlbuquerque InternationalAlbuquerqueNMUSA
4ABYSouthwest Georgia RegionalAlbanyGAUSA
5ACKNantucket MemorialNantucketMAUSA
6ACTWaco RegionalWacoTXUSA
7ACVArcataArcata/EurekaCAUSA
8ACYAtlantic City InternationalAtlantic CityNJUSA
9ADKAdakAdakAKUSA
10ADQKodiakKodiakAKUSA
11AEXAlexandria InternationalAlexandriaLAUSA
12AGSBushAugustaGAUSA
13AKNKing SalmonKing SalmonAKUSA
14ALBAlbany CtyAlbanyNYUSA
15ALOWaterloo MunicipalWaterlooIAUSA
16AMAAmarillo InternationalAmarilloTXUSA
17ANCTed Stevens Anchorage InternationalAnchorageAKUSA
18ASEAspen-Pitkin Co/SardyAspenCOUSA
19ATLWilliam B Hartsfield-Atlanta IntlAtlantaGAUSA
20ATWOutagamie County RegionalAppletonWIUSA
21AUSAustin-Bergstrom InternationalAustinTXUSA
22AVLAsheville RegionalAshevilleNCUSA
23AVPWilkes-Barre/Scranton IntlWilkes-Barre/ScrantonPAUSA
24AZOKalamazoo CountyKalamazooMIUSA
25BDLBradley InternationalWindsor LocksCTUSA
26BETBethelBethelAKUSA
27BFLMeadowsBakersfieldCAUSA
28BGMBinghamton RegionalBinghamtonNYUSA
29BGRBangor InternationalBangorMEUSA
30BHMBirmingham InternationalBirminghamALUSA
⋮⋮⋮⋮⋮⋮
" ], "text/latex": [ "\\begin{tabular}{r|cccccc}\n", "\t& iata & name & city & state & country & \\\\\n", "\t\\hline\n", "\t& String & String & String & String & String & \\\\\n", "\t\\hline\n", "\t1 & ABE & Lehigh Valley International & Allentown & PA & USA & $\\dots$ \\\\\n", "\t2 & ABI & Abilene Regional & Abilene & TX & USA & $\\dots$ \\\\\n", "\t3 & ABQ & Albuquerque International & Albuquerque & NM & USA & $\\dots$ \\\\\n", "\t4 & ABY & Southwest Georgia Regional & Albany & GA & USA & $\\dots$ \\\\\n", "\t5 & ACK & Nantucket Memorial & Nantucket & MA & USA & $\\dots$ \\\\\n", "\t6 & ACT & Waco Regional & Waco & TX & USA & $\\dots$ \\\\\n", "\t7 & ACV & Arcata & Arcata/Eureka & CA & USA & $\\dots$ \\\\\n", "\t8 & ACY & Atlantic City International & Atlantic City & NJ & USA & $\\dots$ \\\\\n", "\t9 & ADK & Adak & Adak & AK & USA & $\\dots$ \\\\\n", "\t10 & ADQ & Kodiak & Kodiak & AK & USA & $\\dots$ \\\\\n", "\t11 & AEX & Alexandria International & Alexandria & LA & USA & $\\dots$ \\\\\n", "\t12 & AGS & Bush & Augusta & GA & USA & $\\dots$ \\\\\n", "\t13 & AKN & King Salmon & King Salmon & AK & USA & $\\dots$ \\\\\n", "\t14 & ALB & Albany Cty & Albany & NY & USA & $\\dots$ \\\\\n", "\t15 & ALO & Waterloo Municipal & Waterloo & IA & USA & $\\dots$ \\\\\n", "\t16 & AMA & Amarillo International & Amarillo & TX & USA & $\\dots$ \\\\\n", "\t17 & ANC & Ted Stevens Anchorage International & Anchorage & AK & USA & $\\dots$ \\\\\n", "\t18 & ASE & Aspen-Pitkin Co/Sardy & Aspen & CO & USA & $\\dots$ \\\\\n", "\t19 & ATL & William B Hartsfield-Atlanta Intl & Atlanta & GA & USA & $\\dots$ \\\\\n", "\t20 & ATW & Outagamie County Regional & Appleton & WI & USA & $\\dots$ \\\\\n", "\t21 & AUS & Austin-Bergstrom International & Austin & TX & USA & $\\dots$ \\\\\n", "\t22 & AVL & Asheville Regional & Asheville & NC & USA & $\\dots$ \\\\\n", "\t23 & AVP & Wilkes-Barre/Scranton Intl & Wilkes-Barre/Scranton & PA & USA & $\\dots$ \\\\\n", "\t24 & AZO & Kalamazoo County & Kalamazoo & MI & USA & $\\dots$ \\\\\n", "\t25 & BDL & Bradley International & Windsor Locks & CT & USA & $\\dots$ \\\\\n", "\t26 & BET & Bethel & Bethel & AK & USA & $\\dots$ \\\\\n", "\t27 & BFL & Meadows & Bakersfield & CA & USA & $\\dots$ \\\\\n", "\t28 & BGM & Binghamton Regional & Binghamton & NY & USA & $\\dots$ \\\\\n", "\t29 & BGR & Bangor International & Bangor & ME & USA & $\\dots$ \\\\\n", "\t30 & BHM & Birmingham International & Birmingham & AL & USA & $\\dots$ \\\\\n", "\t$\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m305×8 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m iata \u001b[0m\u001b[1m name \u001b[0m\u001b[1m city \u001b[0m\u001b[1m s\u001b[0m ⋯\n", "\u001b[1m \u001b[0m│\u001b[90m String \u001b[0m\u001b[90m String \u001b[0m\u001b[90m String \u001b[0m\u001b[90m S\u001b[0m ⋯\n", "─────┼──────────────────────────────────────────────────────────────────────────\n", " 1 │ ABE Lehigh Valley International Allentown P ⋯\n", " 2 │ ABI Abilene Regional Abilene T\n", " 3 │ ABQ Albuquerque International Albuquerque N\n", " 4 │ ABY Southwest Georgia Regional Albany G\n", " 5 │ ACK Nantucket Memorial Nantucket M ⋯\n", " 6 │ ACT Waco Regional Waco T\n", " 7 │ ACV Arcata Arcata/Eureka C\n", " 8 │ ACY Atlantic City International Atlantic City N\n", " 9 │ ADK Adak Adak A ⋯\n", " 10 │ ADQ Kodiak Kodiak A\n", " 11 │ AEX Alexandria International Alexandria L\n", " ⋮ │ ⋮ ⋮ ⋮ ⋱\n", " 296 │ VLD Valdosta Regional Valdosta G\n", " 297 │ VPS Eglin Air Force Base Valparaiso F ⋯\n", " 298 │ WRG Wrangell Wrangell A\n", " 299 │ WYS Yellowstone West Yellowstone M\n", " 300 │ XNA Northwest Arkansas Regional Fayetteville/Springdale/Rogers A\n", " 301 │ YAK Yakutat Yakutat A ⋯\n", " 302 │ YKM Yakima Air Terminal Yakima W\n", " 303 │ YUM Yuma MCAS-Yuma International Yuma A\n", " 304 │ CYS Cheyenne Cheyenne W\n", " 305 │ OGD Ogden-Hinckley Ogden U ⋯\n", "\u001b[36m 5 columns and 284 rows 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", "image/svg+xml": [ "\n", "\n", "0.0050.0100.0150.0200.0250.030pagerank_value\n" ], "text/plain": [ "@vlplot(\n", " width=500,\n", " height=300,\n", " layer=[\n", " {\n", " mark={\n", " fill=\"#eee\",\n", " stroke=\"white\",\n", " type=\"geoshape\"\n", " },\n", " data={\n", " values=Vega JSON Dataset,\n", " format={\n", " type=\"topojson\",\n", " feature=\"states\"\n", " }\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " }\n", " },\n", " {\n", " data={\n", " values=...\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"circle\",\n", " encoding={\n", " longitude={\n", " field=\"longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"latitude\",\n", " type=\"quantitative\"\n", " },\n", " size={\n", " field=\"pagerank_value\",\n", " type=\"quantitative\"\n", " },\n", " color={\n", " value=\"steelblue\"\n", " }\n", " }\n", " }\n", " ]\n", ")" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "@vlplot(width=500, height=300) +\n", "@vlplot(\n", " mark={\n", " :geoshape,\n", " fill=\"#eee\",\n", " stroke=:white\n", " },\n", " data={\n", " values=us10m,\n", " format={\n", " type=:topojson,\n", " feature=:states\n", " }\n", " },\n", " projection={type=:albersUsa},\n", ") +\n", "@vlplot(\n", " :circle,\n", " data=airportsdf_subset,\n", " projection={type=:albersUsa},\n", " longitude=\"longitude:q\",\n", " latitude=\"latitude:q\",\n", " size=\"pagerank_value:q\",\n", " color={value=:steelblue}\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 🟡Clustering Coefficients\n", "From Wikipedia: The local clustering coefficient of a vertex (node) in a graph quantifies how close its neighbours are to being a clique (complete graph).\n", "\n", "This means that if for example, a node is connected to two nodes that are also connected to each other, that node's clustering coeefficient is 1. This can be a good metric to find out which nodes tend to have tight clusters around them. Let's look at the documentation of `clustercoeffs` from MatrixNetworks." ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "search: \u001b[0m\u001b[1mc\u001b[22m\u001b[0m\u001b[1ml\u001b[22m\u001b[0m\u001b[1mu\u001b[22m\u001b[0m\u001b[1ms\u001b[22m\u001b[0m\u001b[1mt\u001b[22m\u001b[0m\u001b[1me\u001b[22m\u001b[0m\u001b[1mr\u001b[22m\u001b[0m\u001b[1mc\u001b[22m\u001b[0m\u001b[1mo\u001b[22m\u001b[0m\u001b[1me\u001b[22m\u001b[0m\u001b[1mf\u001b[22m\u001b[0m\u001b[1mf\u001b[22m\u001b[0m\u001b[1ms\u001b[22m dir\u001b[0m\u001b[1mc\u001b[22m\u001b[0m\u001b[1ml\u001b[22m\u001b[0m\u001b[1mu\u001b[22m\u001b[0m\u001b[1ms\u001b[22m\u001b[0m\u001b[1mt\u001b[22m\u001b[0m\u001b[1me\u001b[22m\u001b[0m\u001b[1mr\u001b[22m\u001b[0m\u001b[1mc\u001b[22m\u001b[0m\u001b[1mo\u001b[22m\u001b[0m\u001b[1me\u001b[22m\u001b[0m\u001b[1mf\u001b[22m\u001b[0m\u001b[1mf\u001b[22m\u001b[0m\u001b[1ms\u001b[22m global_\u001b[0m\u001b[1mc\u001b[22m\u001b[0m\u001b[1ml\u001b[22m\u001b[0m\u001b[1mu\u001b[22m\u001b[0m\u001b[1ms\u001b[22m\u001b[0m\u001b[1mt\u001b[22m\u001b[0m\u001b[1me\u001b[22m\u001b[0m\u001b[1mr\u001b[22ming_\u001b[0m\u001b[1mc\u001b[22m\u001b[0m\u001b[1mo\u001b[22m\u001b[0m\u001b[1me\u001b[22m\u001b[0m\u001b[1mf\u001b[22m\u001b[0m\u001b[1mf\u001b[22micient\n", "\n" ] }, { "data": { "text/latex": [ "\\subsection{CLUSTERCOEFFS}\n", "\\begin{verbatim}\n", "compute undirected clustering coefficients for a graph. clustercoeffs(A) computes a \n", "normalized, weighted clustering coefficients from a graph represented by a symmetric \n", "adjacency matrix A. clustercoeffs(A,weighted,normalized), with weighted and normalized \n", "boolean values indicating whether the computation has to be weighted and/or normalized.\n", "\\end{verbatim}\n", "\\subsection{Functions}\n", "\\begin{itemize}\n", "\\item cc = clustercoeffs(A::MatrixNetwork,weighted::Bool,normalized::Bool)\n", "\n", "\n", "\\item cc = clustercoeffs\\{T\\}(A::SparseMatrixCSC\\{T,Int64\\},weighted::Bool,normalized::Bool)\n", "\n", "\\end{itemize}\n", "If weighted and normalized are not specified, they are understood as true\n", "\n", "\\subsection{Example}\n", "\\begin{verbatim}\n", "A = load_matrix_network(\"clique-10\") \n", "cc = clustercoeffs(MatrixNetwork(A)) \n", "\\end{verbatim}\n" ], "text/markdown": [ "## CLUSTERCOEFFS\n", "\n", "```\n", "compute undirected clustering coefficients for a graph. clustercoeffs(A) computes a \n", "normalized, weighted clustering coefficients from a graph represented by a symmetric \n", "adjacency matrix A. clustercoeffs(A,weighted,normalized), with weighted and normalized \n", "boolean values indicating whether the computation has to be weighted and/or normalized.\n", "```\n", "\n", "## Functions\n", "\n", " * cc = clustercoeffs(A::MatrixNetwork,weighted::Bool,normalized::Bool)\n", " * cc = clustercoeffs{T}(A::SparseMatrixCSC{T,Int64},weighted::Bool,normalized::Bool)\n", "\n", "If weighted and normalized are not specified, they are understood as true\n", "\n", "## Example\n", "\n", "```\n", "A = load_matrix_network(\"clique-10\") \n", "cc = clustercoeffs(MatrixNetwork(A)) \n", "```\n" ], "text/plain": [ "\u001b[1m CLUSTERCOEFFS\u001b[22m\n", "\u001b[1m ===============\u001b[22m\n", "\n", "\u001b[36m compute undirected clustering coefficients for a graph. clustercoeffs(A) computes a \u001b[39m\n", "\u001b[36m normalized, weighted clustering coefficients from a graph represented by a symmetric \u001b[39m\n", "\u001b[36m adjacency matrix A. clustercoeffs(A,weighted,normalized), with weighted and normalized \u001b[39m\n", "\u001b[36m boolean values indicating whether the computation has to be weighted and/or normalized.\u001b[39m\n", "\n", "\u001b[1m Functions\u001b[22m\n", "\u001b[1m ===========\u001b[22m\n", "\n", " • cc = clustercoeffs(A::MatrixNetwork,weighted::Bool,normalized::Bool)\n", "\n", " • cc =\n", " clustercoeffs{T}(A::SparseMatrixCSC{T,Int64},weighted::Bool,normalized::Bool)\n", "\n", " If weighted and normalized are not specified, they are understood as true\n", "\n", "\u001b[1m Example\u001b[22m\n", "\u001b[1m =========\u001b[22m\n", "\n", "\u001b[36m A = load_matrix_network(\"clique-10\") \u001b[39m\n", "\u001b[36m cc = clustercoeffs(MatrixNetwork(A)) \u001b[39m" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "?clustercoeffs" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "305-element Vector{Float64}:\n", " 0.8333333333333334\n", " 1.0\n", " 0.6475609756097561\n", " NaN\n", " 0.6666666666666666\n", " 0.0\n", " 0.5333333333333333\n", " 1.0\n", " 0.0\n", " 0.0\n", " 1.0\n", " 1.0\n", " 1.0\n", " ⋮\n", " 0.0\n", " 0.9779411764705882\n", " 0.0\n", " 1.0\n", " 0.0\n", " 0.0\n", " 0.5897435897435898\n", " 0.0\n", " 0.0\n", " 0.6666666666666666\n", " 1.0\n", " 1.0" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cc = clustercoeffs(A)\n", "cc[findall(cc.<=eps())].=0\n", "cc" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

305 rows × 9 columns (omitted printing of 4 columns)

iatanamecitystatecountry
StringStringStringStringString
1ABELehigh Valley InternationalAllentownPAUSA
2ABIAbilene RegionalAbileneTXUSA
3ABQAlbuquerque InternationalAlbuquerqueNMUSA
4ABYSouthwest Georgia RegionalAlbanyGAUSA
5ACKNantucket MemorialNantucketMAUSA
6ACTWaco RegionalWacoTXUSA
7ACVArcataArcata/EurekaCAUSA
8ACYAtlantic City InternationalAtlantic CityNJUSA
9ADKAdakAdakAKUSA
10ADQKodiakKodiakAKUSA
11AEXAlexandria InternationalAlexandriaLAUSA
12AGSBushAugustaGAUSA
13AKNKing SalmonKing SalmonAKUSA
14ALBAlbany CtyAlbanyNYUSA
15ALOWaterloo MunicipalWaterlooIAUSA
16AMAAmarillo InternationalAmarilloTXUSA
17ANCTed Stevens Anchorage InternationalAnchorageAKUSA
18ASEAspen-Pitkin Co/SardyAspenCOUSA
19ATLWilliam B Hartsfield-Atlanta IntlAtlantaGAUSA
20ATWOutagamie County RegionalAppletonWIUSA
21AUSAustin-Bergstrom InternationalAustinTXUSA
22AVLAsheville RegionalAshevilleNCUSA
23AVPWilkes-Barre/Scranton IntlWilkes-Barre/ScrantonPAUSA
24AZOKalamazoo CountyKalamazooMIUSA
25BDLBradley InternationalWindsor LocksCTUSA
26BETBethelBethelAKUSA
27BFLMeadowsBakersfieldCAUSA
28BGMBinghamton RegionalBinghamtonNYUSA
29BGRBangor InternationalBangorMEUSA
30BHMBirmingham InternationalBirminghamALUSA
⋮⋮⋮⋮⋮⋮
" ], "text/latex": [ "\\begin{tabular}{r|cccccc}\n", "\t& iata & name & city & state & country & \\\\\n", "\t\\hline\n", "\t& String & String & String & String & String & \\\\\n", "\t\\hline\n", "\t1 & ABE & Lehigh Valley International & Allentown & PA & USA & $\\dots$ \\\\\n", "\t2 & ABI & Abilene Regional & Abilene & TX & USA & $\\dots$ \\\\\n", "\t3 & ABQ & Albuquerque International & Albuquerque & NM & USA & $\\dots$ \\\\\n", "\t4 & ABY & Southwest Georgia Regional & Albany & GA & USA & $\\dots$ \\\\\n", "\t5 & ACK & Nantucket Memorial & Nantucket & MA & USA & $\\dots$ \\\\\n", "\t6 & ACT & Waco Regional & Waco & TX & USA & $\\dots$ \\\\\n", "\t7 & ACV & Arcata & Arcata/Eureka & CA & USA & $\\dots$ \\\\\n", "\t8 & ACY & Atlantic City International & Atlantic City & NJ & USA & $\\dots$ \\\\\n", "\t9 & ADK & Adak & Adak & AK & USA & $\\dots$ \\\\\n", "\t10 & ADQ & Kodiak & Kodiak & AK & USA & $\\dots$ \\\\\n", "\t11 & AEX & Alexandria International & Alexandria & LA & USA & $\\dots$ \\\\\n", "\t12 & AGS & Bush & Augusta & GA & USA & $\\dots$ \\\\\n", "\t13 & AKN & King Salmon & King Salmon & AK & USA & $\\dots$ \\\\\n", "\t14 & ALB & Albany Cty & Albany & NY & USA & $\\dots$ \\\\\n", "\t15 & ALO & Waterloo Municipal & Waterloo & IA & USA & $\\dots$ \\\\\n", "\t16 & AMA & Amarillo International & Amarillo & TX & USA & $\\dots$ \\\\\n", "\t17 & ANC & Ted Stevens Anchorage International & Anchorage & AK & USA & $\\dots$ \\\\\n", "\t18 & ASE & Aspen-Pitkin Co/Sardy & Aspen & CO & USA & $\\dots$ \\\\\n", "\t19 & ATL & William B Hartsfield-Atlanta Intl & Atlanta & GA & USA & $\\dots$ \\\\\n", "\t20 & ATW & Outagamie County Regional & Appleton & WI & USA & $\\dots$ \\\\\n", "\t21 & AUS & Austin-Bergstrom International & Austin & TX & USA & $\\dots$ \\\\\n", "\t22 & AVL & Asheville Regional & Asheville & NC & USA & $\\dots$ \\\\\n", "\t23 & AVP & Wilkes-Barre/Scranton Intl & Wilkes-Barre/Scranton & PA & USA & $\\dots$ \\\\\n", "\t24 & AZO & Kalamazoo County & Kalamazoo & MI & USA & $\\dots$ \\\\\n", "\t25 & BDL & Bradley International & Windsor Locks & CT & USA & $\\dots$ \\\\\n", "\t26 & BET & Bethel & Bethel & AK & USA & $\\dots$ \\\\\n", "\t27 & BFL & Meadows & Bakersfield & CA & USA & $\\dots$ \\\\\n", "\t28 & BGM & Binghamton Regional & Binghamton & NY & USA & $\\dots$ \\\\\n", "\t29 & BGR & Bangor International & Bangor & ME & USA & $\\dots$ \\\\\n", "\t30 & BHM & Birmingham International & Birmingham & AL & USA & $\\dots$ \\\\\n", "\t$\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & $\\dots$ & \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m305×9 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m iata \u001b[0m\u001b[1m name \u001b[0m\u001b[1m city \u001b[0m\u001b[1m s\u001b[0m ⋯\n", "\u001b[1m \u001b[0m│\u001b[90m String \u001b[0m\u001b[90m String \u001b[0m\u001b[90m String \u001b[0m\u001b[90m S\u001b[0m ⋯\n", "─────┼──────────────────────────────────────────────────────────────────────────\n", " 1 │ ABE Lehigh Valley International Allentown P ⋯\n", " 2 │ ABI Abilene Regional Abilene T\n", " 3 │ ABQ Albuquerque International Albuquerque N\n", " 4 │ ABY Southwest Georgia Regional Albany G\n", " 5 │ ACK Nantucket Memorial Nantucket M ⋯\n", " 6 │ ACT Waco Regional Waco T\n", " 7 │ ACV Arcata Arcata/Eureka C\n", " 8 │ ACY Atlantic City International Atlantic City N\n", " 9 │ ADK Adak Adak A ⋯\n", " 10 │ ADQ Kodiak Kodiak A\n", " 11 │ AEX Alexandria International Alexandria L\n", " ⋮ │ ⋮ ⋮ ⋮ ⋱\n", " 296 │ VLD Valdosta Regional Valdosta G\n", " 297 │ VPS Eglin Air Force Base Valparaiso F ⋯\n", " 298 │ WRG Wrangell Wrangell A\n", " 299 │ WYS Yellowstone West Yellowstone M\n", " 300 │ XNA Northwest Arkansas Regional Fayetteville/Springdale/Rogers A\n", " 301 │ YAK Yakutat Yakutat A ⋯\n", " 302 │ YKM Yakima Air Terminal Yakima W\n", " 303 │ YUM Yuma MCAS-Yuma International Yuma A\n", " 304 │ CYS Cheyenne Cheyenne W\n", " 305 │ OGD Ogden-Hinckley Ogden U ⋯\n", "\u001b[36m 6 columns and 284 rows 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", "image/svg+xml": [ "\n", "\n", "0.20.40.60.81.0ccvalues\n" ], "text/plain": [ "@vlplot(\n", " width=500,\n", " height=300,\n", " layer=[\n", " {\n", " mark={\n", " fill=\"#eee\",\n", " stroke=\"white\",\n", " type=\"geoshape\"\n", " },\n", " data={\n", " values=Vega JSON Dataset,\n", " format={\n", " type=\"topojson\",\n", " feature=\"states\"\n", " }\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " }\n", " },\n", " {\n", " data={\n", " values=...\n", " },\n", " projection={\n", " type=\"albersUsa\"\n", " },\n", " mark=\"circle\",\n", " encoding={\n", " longitude={\n", " field=\"longitude\",\n", " type=\"quantitative\"\n", " },\n", " latitude={\n", " field=\"latitude\",\n", " type=\"quantitative\"\n", " },\n", " size={\n", " field=\"ccvalues\",\n", " type=\"quantitative\"\n", " },\n", " color={\n", " value=\"gray\"\n", " }\n", " }\n", " }\n", " ]\n", ")" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "@vlplot(width=500, height=300) +\n", "@vlplot(\n", " mark={\n", " :geoshape,\n", " fill=\"#eee\",\n", " stroke=:white\n", " },\n", " data={\n", " values=us10m,\n", " format={\n", " type=:topojson,\n", " feature=:states\n", " }\n", " },\n", " projection={type=:albersUsa},\n", ") +\n", "@vlplot(\n", " :circle,\n", " data=airportsdf_subset,\n", " projection={type=:albersUsa},\n", " longitude=\"longitude:q\",\n", " latitude=\"latitude:q\",\n", " size=\"ccvalues:q\",\n", " color={value=:gray}\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Finally...\n", "After finishing this notebook, you should be able to:\n", "- [ ] take a list of connections between nodes and form an adjacency matrix out of them\n", "- [ ] use the LightGraphs package to create a graph\n", "- [ ] detect if a graph is connected or not\n", "- [ ] solve the shortest path problem on a graph and a given node\n", "- [ ] solve the minimum spanning tree problem on a graph\n", "- [ ] solve the PageRank problem on a graph\n", "- [ ] find the clustering coefficients of nodes in a graph" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 🥳 One cool finding\n", "\n", "We ran PageRank (which is a common algorithm to rank nodes in a network), and visualized the PageRank values on the US airports. The results agreed with the hypothesis that known hubs have higher PageRank value. Look at Atlanta, it's actually the biggest.\n", "\n", "
\n" ] } ], "metadata": { "kernelspec": { "display_name": "Julia 1.6.0", "language": "julia", "name": "julia-1.6" }, "language_info": { "file_extension": ".jl", "mimetype": "application/julia", "name": "julia", "version": "1.6.0" } }, "nbformat": 4, "nbformat_minor": 4 }