Proves Poisson limit for untouched labels under growing-block colored shuffles and derives explicit separation, TV, and ILR cutoff profiles on C_p wr S_n.
Stadje,The collector’s problem with group drawings, Advances in Applied Probability22(1990), no
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Cutoff profiles for colored top-m-to-random shuffles with growing block size
Proves Poisson limit for untouched labels under growing-block colored shuffles and derives explicit separation, TV, and ILR cutoff profiles on C_p wr S_n.