Tried tons of different RBFs, tried dodecahedron with those RBFs, tried some wacky interpolation schemes (Wachspress) - wasnt happy with any
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But should we really focus on looking for basis with more locality than SH and more smoothness than Haar? I'm not convinced
At some point it's less about just reconstruction, more about flexibility
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We can reconstruct irradiance efficiently and in practice we don't really need to *reconstruct* radiance
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I'd much rather have an efficient convolution with arbitrary kernels than just better reconstruction of generic signals
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