first version DP
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@@ -6,6 +6,14 @@ yield approximate solutions with a fairly simple training process, but what's
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quite sad to see here is that we only use physical models and numerics
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as an "external" tool to produce a big pile of data 😢.
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```{figure} resources/placeholder.png
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---
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height: 220px
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name: pinn-training
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---
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TODO, visual overview of PINN training
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```
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## Using Physical Models
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We can improve this setting by trying to bring the model equations (or parts thereof)
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@@ -88,12 +96,4 @@ that we wish to find a solution of a model PDE for. Because of the high expense
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demonstrated in the following), the solution manifold typically shouldn't be overly complex. E.g., it is difficult
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to capture a wide range of solutions, such as the previous supervised airfoil example, in this way.
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```{figure} resources/placeholder.png
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---
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height: 220px
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name: pinn-training
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---
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TODO, visual overview of PINN training
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```
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