Search Results - "Tsilevich, Natalia" :: K.UTB vyhledávací portál

The Serpentine Representation of the Infinite Symmetric Group and the Basic Representation of the Affine Lie Algebra sl2

by Tsilevich, Natalia V., Vershik, Anatoly M.
Published in Letters in mathematical physics (2015)

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$The Serpentine Representation of the Infinite Symmetric Group and the Basic Representation of the Affine Lie Algebra $${\widehat{\mathfrak{sl}_2}}$$ sl 2$

The Serpentine Representation of the Infinite Symmetric Group and the Basic Representation of the Affine Lie Algebra $${\widehat{\mathfrak{sl}_2}}$$ sl 2

by Tsilevich, Natalia V., Vershik, Anatoly M.
Published in Letters in mathematical physics (01.01.2015)

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An Infinite-Dimensional Analogue of the Lebesgue Measure and Distinguished Properties of the Gamma Process

by Tsilevich, Natalia, Vershik, Anatoly, Yor, Marc
Published in Journal of functional analysis (10.09.2001)

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$On a relation between the basic representation of the affine Lie algebra $\widehat\sl$ and a Schur--Weyl representation of the infinite symmetric group$

On a relation between the basic representation of the affine Lie algebra $\widehat\sl$ and a Schur--Weyl representation of the infinite symmetric group

by Tsilevich, Natalia, Vershik, Anatoly
Year of Publication 06.03.2014

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$On a relation between the basic representation of the affine Lie algebra $\widehat\sl$ and a Schur--Weyl representation of the infinite symmetric group$

On a relation between the basic representation of the affine Lie algebra $\widehat\sl$ and a Schur--Weyl representation of the infinite symmetric group

by Tsilevich, Natalia, Vershik, Anatoly
Published in arXiv.org (06.03.2014)

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On the simplest split-merge operator on the infinite-dimensional simplex

by Tsilevich, Natalia
Year of Publication 01.06.2001

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On the simplest split-merge operator on the infinite-dimensional simplex

by Tsilevich, Natalia
Published in arXiv.org (01.06.2001)

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Fock factorizations, and decompositions of the $L^2$ spaces over general Levy processes

by Vershik, Anatoly, Tsilevich, Natalia
Year of Publication 20.04.2003

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$Fock factorizations, and decompositions of the $L^2$ spaces over general Levy processes$

Fock factorizations, and decompositions of the $L^2$ spaces over general Levy processes

by Vershik, Anatoly, Tsilevich, Natalia
Published in arXiv.org (20.04.2003)

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Quasi-invariance of the gamma process and multiplicative properties of the Poisson-Dirichlet measures

by Tsilevich, Natalia, Vershik, Anatoly
Published in Comptes rendus de l'Académie des sciences. Série I. Mathématique (15.07.1999)

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The Serpentine Representation of the Infinite Symmetric Group and the Basic Representation of the Affine Lie Algebra sl2

The Serpentine Representation of the Infinite Symmetric Group and the Basic Representation of the Affine Lie Algebra $${\widehat{\mathfrak{sl}_2}}$$ sl 2

An Infinite-Dimensional Analogue of the Lebesgue Measure and Distinguished Properties of the Gamma Process

On a relation between the basic representation of the affine Lie algebra $\widehat\sl$ and a Schur--Weyl representation of the infinite symmetric group

On a relation between the basic representation of the affine Lie algebra \(\widehat\sl\) and a Schur--Weyl representation of the infinite symmetric group

On the simplest split-merge operator on the infinite-dimensional simplex

On the simplest split-merge operator on the infinite-dimensional simplex

Fock factorizations, and decompositions of the $L^2$ spaces over general Levy processes

Fock factorizations, and decompositions of the \(L^2\) spaces over general Levy processes

Quasi-invariance of the gamma process and multiplicative properties of the Poisson-Dirichlet measures

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