Peter Jarvis

most citedA Hopf algebraic approach to the theory of group branchings

3 citations · 3 across the 1 of their papers we have counts for

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math-ph2005★ 3 cited

A Hopf algebraic approach to the theory of group branchings

Bertfried Fauser, Peter D. Jarvis, Ronald C. King

We describe a Hopf algebraic approach to the Grothendieck ring of representations of subgroups $H_{π}$ of the general linear group GL(n) which stabilize a tensor of Young symmetry $\…

math-ph2005★ 38 cited

New branching rules induced by plethysm

B. Fauser, P. D. Jarvis, R. C. King +1

We derive group branching laws for formal characters of subgroups $H_{π}$ of GL(n) leaving invariant an arbitrary tensor $T^{π}$ of Young symmetry type $π$ where $π$ is an integer part…