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Creators/Authors contains: "Gnedin, Alexander"

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  1. ; (, Random Structures & Algorithms)
    We consider random permutations which are spherically symmetric with respect to a metric on the symmetric groupSnand are consistent asnvaries. The extreme infinitely spherically symmetric permutation‐valued processes are identified for the Hamming, Kendall‐tau and Cayley metrics. The proofs in all three cases are based on a unified approach through stochastic monotonicity. 
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