7 citations · 7 across the 3 of their papers we have counts for
3 papers
math.PR2015
The order of large random permutations with cycle weights
Julia Storm, Dirk Zeindler
The order of a permutation of objects is the smallest integer such that the -th iterate of gives the identity. A remarkable result about the orde…
math.PR2014
Total variation distance and the Erdős-Turán law for random permutations with polynomially growing cycle weights
Julia Storm, Dirk Zeindler
We study the model of random permutations of objects with polynomially growing cycle weights, which was recently considered by Ercolani and Ueltschi, among others. Using saddle…
math.PR2013★ 7 cited
Large cycles and a functional central limit theorem for generalized weighted random permutations
Ashkan Nikeghbali, Julia Storm, Dirk Zeindler
The objects of our interest are the so-called -permutations, which are permutations whose cycle length lie in a fixed set . They have been extensively studied with respect to…