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@@ -53,10 +53,3 @@ You can also define a custom optimizer using the generic `ODEOptimizer(solver; d
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All optimizers require gradient information (either via automatic differentiation or manually provided `grad!`). The optimization is performed by integrating the ODE defined by the negative gradient until a steady state is reached.
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### Keyword Arguments
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*`dt` — time step size (only for `ODEGradientDescent`).
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