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matthew.brecknell.net | ||
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mjoldfield.com
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eli.thegreenplace.net
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danilafe.com
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| | | | | [AI summary] The blog post explains how to generalize Haskell's foldr function to any recursive data type using the concept of base functors and catamorphisms. | |
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lucatrevisan.wordpress.com
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| | | The spectral norm of the infinite $latex {d}&fg=000000$-regular tree is $latex {2 \sqrt {d-1}}&fg=000000$. We will see what this means and how to prove it. When talking about the expansion of random graphs, abobut the construction of Ramanujan expanders, as well as about sparsifiers, community detection, and several other problems, the number $latex {2 \sqrt{d-1}}&fg=000000$... | ||