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- W2102081087 abstract "Let H(n) be the group of 3x3 uni-uppertriangular matrices with entries in Z/nZ, the integers mod n. We show that the simple random walk converges to the uniform distribution in order n^2 steps. The argument uses Fourier analysis and is surprisingly challenging. It introduces novel techniques for bounding the spectrum which are useful for a variety of walks on a variety of groups." @default.
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- W2102081087 date "2017-01-01" @default.
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- W2102081087 title "AN EXERCISE (?) IN FOURIER ANALYSIS ON THE HEISENBERG GROUP" @default.
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