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KANs are MLPs? MLP Equivalent #8

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hypnopump opened this issue May 6, 2024 · 2 comments
Closed

KANs are MLPs? MLP Equivalent #8

hypnopump opened this issue May 6, 2024 · 2 comments

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@hypnopump
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This note shows equivalence of KAN to MLP in the piecewise linear approximation. I guess non-linearity of spline might help in some cases, but would be cool to have it as a baseline. Here's the reddit discussion

@hypnopump hypnopump changed the title MLP Equivalent KANs are MLPs? MLP Equivalent May 6, 2024
@minh-nguyenhoang
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Only if you are using b-splines of order 1

@Blealtan
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It's equivalent to activating the same hidden state with multiple activation functions and then use a wider linear transformation to shrink it back. Somewhat like Gated Linear Unit, but somewhat in reverse: linear transformation goes after the broadening activation.

Repository owner locked and limited conversation to collaborators May 20, 2024
@Blealtan Blealtan converted this issue into discussion #31 May 20, 2024

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