AbstractWe studied asymptotic methods for q-Schur algebras and related quantum groups and constructed a kind of asymptotic form for q-Schur algebras and quantum special linear groups. The structure and representations for these forms were also discussed
In 2010, Zagier introduced the notion of a quantum modular form. One of his first examples was the "...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN007084 / BLDSC - British Library D...
We explore how skein theoretic techniques can be applied to the study of quantumrepresentations of m...
We denote by A the ring of Laurent polynomials in the indeterminate v andby K its field of fractions...
In this paper we use the Hecke algebra of type B to define a new algebra S which is an analogue of t...
AbstractA geometric construction of quantum Schur algebras was given by Beilinson, Lusztig and MacPh...
AbstractWe introduce the notion of quantum Schur (or q-Schur) superalgebras. These algebras share ce...
The quantum Frobenius map and it splitting are shown to descend to maps between generalized q-Schur ...
We study representations of the quantum affine superalgebra associated with a general linear Lie sup...
AbstractWe first follow De Concini and Kac [in: A. Connes, M. Dulfo, A. Joseph, R. Rentshler (Eds.),...
Among several tools used in studying representations of quantum groups (or quantum algebras) are the...
AbstractThe entries of the quantum Désarménien matrix, given in [A. Stokke, A quantum version of the...
AbstractThe quantum Frobenius map and it splitting are shown to descend to maps between generalized ...
We first follow De Concini and Kac [3] to give a presentation for the infinitesimal quantum gl n , u...
AbstractIn this paper, we investigate the structure and representations of the quantum group U(∞)=Uυ...
In 2010, Zagier introduced the notion of a quantum modular form. One of his first examples was the "...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN007084 / BLDSC - British Library D...
We explore how skein theoretic techniques can be applied to the study of quantumrepresentations of m...
We denote by A the ring of Laurent polynomials in the indeterminate v andby K its field of fractions...
In this paper we use the Hecke algebra of type B to define a new algebra S which is an analogue of t...
AbstractA geometric construction of quantum Schur algebras was given by Beilinson, Lusztig and MacPh...
AbstractWe introduce the notion of quantum Schur (or q-Schur) superalgebras. These algebras share ce...
The quantum Frobenius map and it splitting are shown to descend to maps between generalized q-Schur ...
We study representations of the quantum affine superalgebra associated with a general linear Lie sup...
AbstractWe first follow De Concini and Kac [in: A. Connes, M. Dulfo, A. Joseph, R. Rentshler (Eds.),...
Among several tools used in studying representations of quantum groups (or quantum algebras) are the...
AbstractThe entries of the quantum Désarménien matrix, given in [A. Stokke, A quantum version of the...
AbstractThe quantum Frobenius map and it splitting are shown to descend to maps between generalized ...
We first follow De Concini and Kac [3] to give a presentation for the infinitesimal quantum gl n , u...
AbstractIn this paper, we investigate the structure and representations of the quantum group U(∞)=Uυ...
In 2010, Zagier introduced the notion of a quantum modular form. One of his first examples was the "...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN007084 / BLDSC - British Library D...
We explore how skein theoretic techniques can be applied to the study of quantumrepresentations of m...
DOI
Add to ORKG