Eugene Strahov

most citedZ-measures on partitions related to the infinite Gelfand pair

(S (2\infty), H (\infty))

5 citations · 8 across the 2 of their papers we have counts for

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math.RT2009★ 5 cited

Z-measures on partitions related to the infinite Gelfand pair $(S (2\infty), H (\infty))$

Eugene Strahov

The paper deals with the z-measures on partitions with the deformation (Jack) parameters 2 or 1/2. We provide a detailed explanation of the representation-theoretic origin of these…

Z-measures on partitions related to the infinite Gelfand pair (S(2∞),H(∞))

Z-measures on partitions related to the infinite Gelfand pair $(S (2\infty), H (\infty))$