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Matt Henderson
@matthen2
maths, visualisations, conversational AI. VP Research @polyaivoice prev: @RekaAILabs, @Apple AI/ML, @GoogleAI, PhD @Cambridge_Eng
Edinburgh, UK
Joined February 2010
Posts
  • Pinned
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    a thread with some of my top animations 📍🧵
    give each pixel a random Pokemon type, and then battle pixels against their neighbors, updating each pixel with the winning type (using the Pokemon type chart) we quickly see areas of fire > water > grass > fire, electric sweeping over, ground frontiers taking over etc etc
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    give each pixel a random Pokemon type, and then battle pixels against their neighbors, updating each pixel with the winning type (using the Pokemon type chart) we quickly see areas of fire > water > grass > fire, electric sweeping over, ground frontiers taking over etc etc
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    the dumbest way to solve a maze? simulate a gas of thousands of particles diffusing from the start point, until one particle reaches the exit. trace back the winning particle
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    we can model a lightning strike by finding the shortest path in a random maze, from a point at the top to the ground. To find the path, we send out a frontier through the maze, and trace it back once it reaches the ground
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    to tell if a maze is solvable, just hang it by its corners! The first maze stays in one piece, so there is no path from the entrance at the top to the exit at the bottom. The second maze splits apart along the solution.
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    a method of drawing infinitely many touching circles
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    when an object is pulled out of this magical lake, its reflection comes with it. We can make a 3D fractal through repeatedly rotating, submerging, and scaling an initial cube
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    visualizing prime factors
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    watch a 2 layer neural network learn to separate two classes to the left and right
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    isn't it surprising that such a simple system is chaotic? Two balls start at almost exactly the same point, but their trajectories rapidly diverge after only a few bounces
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    a parabola is formed when circles radiating from a point meet lines moving at the same speed. this is equivalent to slicing a cone parallel to its slope
    GIF
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    I was a bit surprised that you can post a Pringle through a letterbox- because twisting straight lines trace out the hyperbolic paraboloid Pringle shape
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    de-impressionizing a Monet