11 citations · 15 across the 4 of their papers we have counts for
3 papers
math.RT2005★ 11 cited
A New Approach to the Representation Thoery of the Symmetric Groups. 2
A. M. Vershik, A. Yu. Okounkov
The new approach to the theory of complex representrations of the finite symmetric groups which based on the notions of Coxeter generators., Gelfand-Zetlin algebras, Hecke algebra,…
math.RT2005★ 1 cited
The Basic Representation of the Current Group O(n,1)^X in the L^2 space over the generalized Lebesgue Measure
A. M. Vershik, M. I. Graev
We give the realization of the representation of the current group O(n,1)^X where X is a manifold, in the Hilbert space of L^2(F,ν) of functionals on the the space F of the general…
math.MG2004★ 3 cited
Some isometry groups of Urysohn space
P. J. Cameron, A. M. Vershik
We constract various subgroups of the group of isometries of universal Urysohn spaces (unique complete separable metric space which is iniversal and homogeneous) including abelian…