Replicating Wigner’s Insight
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Can symbolic regression rediscover Wigner’s famous guess for the spacing of random-matrix eigenvalues?
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Can symbolic regression rediscover Wigner’s famous guess for the spacing of random-matrix eigenvalues?
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A deceptively simple geometry problem.
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I participated on this project for the 73rd Lindau Nobel Laureate Meeting.
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Using spatially varying Gaussian walks and Lévy flights to draw recognizable images from stochastic trajectories.