Chebyshev Kolmogorov Arnold Networks vs MLPs
https://leetarxiv.substack.com/p/chebyshev-kolmogorov-arnold-networks?utm_source=podcast-email&publication_id=1565363&post_id=172153358&utm_campaign=email-play-on-substack&utm_content=watch_now_button&r=2at73k&triedRedirect=true&utm_medium=email
Chebyshev polynomials are pretty useful for numerical analysis. IIT researchers found that you can combine Chebyshev polynomials with Kolmogorov Arnold Networks and learning will happen.
These networks outperfom MLPs on extremely non-linear data. However, on stuff like MNIST, yo
