AbstractWe use the Hopf algebra structure of the algebra of symmetric functions to study the Adams operators of the complex representation rings of symmetric groups, and we give new proofs of all of Littlewood′s formulas for inner plethysm. We also study the Adams operations for orthogonal and symplectic group characters
I have studied representation theory of finite groups, in particular of the symmetric group over fie...
Specializations of Schur functions are exploited to define and evaluate the Schur functions s?[?X] a...
AbstractWe study certain aspects of finite-dimensional non-semisimple symmetric Hopf algebras H and ...
AbstractWe use the Hopf algebra structure of the algebra of symmetric functions to study the Adams o...
International audienceWe use the Hopf algebra structure of the algebra of symmetric functions to stu...
International audienceWe use the Hopf algebra structure of the algebra of symmetric functions to stu...
A MacMahon symmetric function is a formal power series in a finite number of alphabets that is invar...
AbstractThe plethysms of the Weyl characters associated to a classical Lie group by the symmetric fu...
this paper is to prove a structure theorem of the graded Hopf representation ring of the symmetric g...
We describe a Hopf algebraic approach to the Grothendieck ring of representations of subgroups $H_\p...
International audienceThe reduced notation for irreducible representations of the symmetric group S-...
International audienceThe reduced notation for irreducible representations of the symmetric group S-...
AMS Subject Classication: 16W30, 05E05 Abstract. A MacMahon symmetric function is a formal power ser...
Abstract. The notion of inner linear Hopf algebra is a generalization of the notion of discrete line...
Deposited with permission of the author © 2008 Robin Langer.The ring of symmetric functions Λ, with ...
I have studied representation theory of finite groups, in particular of the symmetric group over fie...
Specializations of Schur functions are exploited to define and evaluate the Schur functions s?[?X] a...
AbstractWe study certain aspects of finite-dimensional non-semisimple symmetric Hopf algebras H and ...
AbstractWe use the Hopf algebra structure of the algebra of symmetric functions to study the Adams o...
International audienceWe use the Hopf algebra structure of the algebra of symmetric functions to stu...
International audienceWe use the Hopf algebra structure of the algebra of symmetric functions to stu...
A MacMahon symmetric function is a formal power series in a finite number of alphabets that is invar...
AbstractThe plethysms of the Weyl characters associated to a classical Lie group by the symmetric fu...
this paper is to prove a structure theorem of the graded Hopf representation ring of the symmetric g...
We describe a Hopf algebraic approach to the Grothendieck ring of representations of subgroups $H_\p...
International audienceThe reduced notation for irreducible representations of the symmetric group S-...
International audienceThe reduced notation for irreducible representations of the symmetric group S-...
AMS Subject Classication: 16W30, 05E05 Abstract. A MacMahon symmetric function is a formal power ser...
Abstract. The notion of inner linear Hopf algebra is a generalization of the notion of discrete line...
Deposited with permission of the author © 2008 Robin Langer.The ring of symmetric functions Λ, with ...
I have studied representation theory of finite groups, in particular of the symmetric group over fie...
Specializations of Schur functions are exploited to define and evaluate the Schur functions s?[?X] a...
AbstractWe study certain aspects of finite-dimensional non-semisimple symmetric Hopf algebras H and ...
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