daviddoji/CalculusWithJuliaNotes.jl
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orthogonal; work around plotly()

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jverzani
2025-06-27 14:29:32 -04:00
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@@ -6,8 +6,8 @@ These notes use a particular selection of packages. This selection could have be
* The finding of zeros of scalar-valued, univariate functions is done with `Roots`. The [NonlinearSolve](./alternatives/SciML.html#nonlinearsolve) package provides an alternative for univariate and multi-variate functions.
* The finding of minima and maxima was done mirroring the framework of a typical calculus class; the [Optimization](./alternatives/SciML.html#optimization-optimization.jl) provides an alternative.
* The finding of minima and maxima was done mirroring the framework of a typical calculus class; the [Optimization](./alternatives/SciML.html#optimization-optimization.jl) package provides an alternative.
* The computation of numeric approximations for definite integrals is computed with the `QuadGK` and `HCubature` packages. The [Integrals](./alternatives/SciML.html#integration-integrals.jl) package provides a unified interface for numeric to these two packages, among others.
* The computation of numeric approximations for definite integrals is computed with the `QuadGK` and `HCubature` packages. The [Integrals](./alternatives/SciML.html#integration-integrals.jl) package provides a unified interface for numeric integration, including these two packages, among others.
* Plotting was done using the popular `Plots` package. The [Makie](./alternatives/makie_plotting.html) package provides a very powerful alternative. Whereas the [PlotlyLight](./alternatives/plotly_plotting.html) package provides a light-weight alternative using an open-source JavaScript library.