AbstractThe sums S(β)l(n) occur in the representations of the symmetric and the general linear groups, in combinatorics and in PI algebras. We give asymptotic values for these sums
AbstractVershik and Kerov gave asymptotical bounds for the maximal and the typical dimensions of irr...
International audienceFree cumulants are nice and useful functionals of the shape of a Young diagram...
In this thesis, we investigate the asymptotics of random partitions chosen according to probability ...
AbstractWe study asymptotics of an irreducible representation of the symmetric group Sn correspondin...
AbstractWe study asymptotics of an irreducible representation of the symmetric group Sn correspondin...
We study asymptotics of an irreducible representation of the symmetric group Sn corresponding to a b...
AbstractProbabilistic methods are used to asymptotically estimate certain combinatorial sums. When a...
ABSTRACT. We study asymptotics of an irreducible representation of the symmetric group Sn correspond...
International audienceKerov's polynomials give irreducible character values of the symmetric group i...
AbstractProbabilistic methods are used to asymptotically estimate certain combinatorial sums. When a...
AbstractWe consider representations of symmetric groupsSqfor largeq. We give the asymptotic behaviou...
AbstractWe find an explicit combinatorial interpretation of the coefficients of Kerov character poly...
International audienceFree cumulants are nice and useful functionals of the shape of a Young diagram...
Abstract. We develop a new method for studying the asymptotics of symmetric polynomials of represent...
AbstractThe convolution of indicators of two conjugacy classes on the symmetric group Sq is usually ...
AbstractVershik and Kerov gave asymptotical bounds for the maximal and the typical dimensions of irr...
International audienceFree cumulants are nice and useful functionals of the shape of a Young diagram...
In this thesis, we investigate the asymptotics of random partitions chosen according to probability ...
AbstractWe study asymptotics of an irreducible representation of the symmetric group Sn correspondin...
AbstractWe study asymptotics of an irreducible representation of the symmetric group Sn correspondin...
We study asymptotics of an irreducible representation of the symmetric group Sn corresponding to a b...
AbstractProbabilistic methods are used to asymptotically estimate certain combinatorial sums. When a...
ABSTRACT. We study asymptotics of an irreducible representation of the symmetric group Sn correspond...
International audienceKerov's polynomials give irreducible character values of the symmetric group i...
AbstractProbabilistic methods are used to asymptotically estimate certain combinatorial sums. When a...
AbstractWe consider representations of symmetric groupsSqfor largeq. We give the asymptotic behaviou...
AbstractWe find an explicit combinatorial interpretation of the coefficients of Kerov character poly...
International audienceFree cumulants are nice and useful functionals of the shape of a Young diagram...
Abstract. We develop a new method for studying the asymptotics of symmetric polynomials of represent...
AbstractThe convolution of indicators of two conjugacy classes on the symmetric group Sq is usually ...
AbstractVershik and Kerov gave asymptotical bounds for the maximal and the typical dimensions of irr...
International audienceFree cumulants are nice and useful functionals of the shape of a Young diagram...
In this thesis, we investigate the asymptotics of random partitions chosen according to probability ...