AbstractThe purpose of this note is to make explicit some of the implicit conjectures and questions in Bacławski, Adv. in Appl. Math. 5 (1984), 416–432. While one of the conjectures can be stated entirely in combinatorial terms, the others involve a mixture of combinatorics, algebra, and Lie theory
AbstractOsborne and Warner have given a formula for the multiplicity of an integrable discrete serie...
We present a number of results relating partial Cauchy-Littlewood sums, integrals over the compact c...
We present a number of results relating partial Cauchy-Littlewood sums, integrals over the compact c...
AbstractThe purpose of this note is to make explicit some of the implicit conjectures and questions ...
AbstractA new combinatorial rule for computing the Clebsch-Gordan series of a tensor product of irre...
AbstractA new combinatorial rule for computing the Clebsch-Gordan series of a tensor product of irre...
1975 / 1-2. szám Carlson, J. F.: Calculating some relative homology over group rings Hen...
We investigate the problem of computing tensor product multiplicities for complex semisimpl...
We investigate the problem of computing tensor product multiplicities for complex semisimpl...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
AbstractMany enumeration problems concerning sequences emerge as special cases of the combinatorial ...
The aim of the paper is to study the group scheme $G:=\operatorname{SL}(2, A)$, it's comodules and a...
AbstractOsborne and Warner have given a formula for the multiplicity of an integrable discrete serie...
We present a number of results relating partial Cauchy-Littlewood sums, integrals over the compact c...
We present a number of results relating partial Cauchy-Littlewood sums, integrals over the compact c...
AbstractThe purpose of this note is to make explicit some of the implicit conjectures and questions ...
AbstractA new combinatorial rule for computing the Clebsch-Gordan series of a tensor product of irre...
AbstractA new combinatorial rule for computing the Clebsch-Gordan series of a tensor product of irre...
1975 / 1-2. szám Carlson, J. F.: Calculating some relative homology over group rings Hen...
We investigate the problem of computing tensor product multiplicities for complex semisimpl...
We investigate the problem of computing tensor product multiplicities for complex semisimpl...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
We investigate the problem of computing tensor product multiplicities for complex semisimple Lie alg...
AbstractMany enumeration problems concerning sequences emerge as special cases of the combinatorial ...
The aim of the paper is to study the group scheme $G:=\operatorname{SL}(2, A)$, it's comodules and a...
AbstractOsborne and Warner have given a formula for the multiplicity of an integrable discrete serie...
We present a number of results relating partial Cauchy-Littlewood sums, integrals over the compact c...
We present a number of results relating partial Cauchy-Littlewood sums, integrals over the compact c...
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