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I have been trying to find a research problem to dig into. Was wondering if anyone here knew of any interesting open problems a mathematician might contribute to, particularly relating to neural networks, probability, and statistical mechanics.

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For some reason, on snow days, instead of having fun or getting work done I consistently sit around and have an existential crisis.

New book! Wanted some fun math to go with the work math

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In order to overcome the intervening soundscape first the artist must untangle the complex system of meanings.

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Your top 3 must-play games of the last decade are ...

Added the triangular model to my Ising simulation. The triangular model behave similar to the rectangular model in the ferromagnetic case but in the ant-ferromagnetic case it lacks a base state and continues to have large amounts of noise at arbitrarily low temperatures violating the third law! Video show the difference between the two antiferromagnetic models. The lack of a base state comes from the lack of a 2 - vertex coloring of the triangular graph.

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@mandlebro @freemo

Did you know you can extend the bifurcation diagram for the logistic map

f: z β†’ az(1-z)

beyond a=4 by solving

f^n(z) = z

for various n. The full picture is that for a>4 you get a repelling Cantor set!

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Just a reminder all of this is sitting in this one little equation: \({Z}^{2}+C\)

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Friends don't let friends by EA games. If you bought Tetris for your iPhone, it's about to stop working. No refunds. It's just going to die.

(Meanwhile, my Game Boy Tetris cartridge still works great.)

Exciting weather lately, had rain below freezing with below being the result and today its snow above freezing so everything is just muddy and wet. I like when we get glass trees.

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