Search Results - "Gershun, V. D." :: K.UTB vyhledávací portál

$Integrable hydrodynamic equations for initial chiral currents and infinite hydrodynamic chains from WZNW model and string model of WZNW type with $SU(2),$ $SO(3),$ $SP(2),$ $SU(\infty)$, $SO(\infty)$, $SP(\infty)$ constant torsions$

Integrable hydrodynamic equations for initial chiral currents and infinite hydrodynamic chains from WZNW model and string model of WZNW type with $SU(2),$ $SO(3),$ $SP(2),$ $SU(\infty)$, $SO(\infty)$, $SP(\infty)$ constant torsions

by Cirilo-Lombardo, D. J, Gershun, V. D
Year of Publication 21.12.2013

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Supersymmetric constraints and gauge fields on superspace

by Gershun, V. D., Tkach, V. I.
Published in Theoretical and mathematical physics (01.08.1981)

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$Integrable hydrodynamic equations for initial chiral currents and infinite hydrodynamic chains from WZNW model and string model of WZNW type with $SU(2),$ $SO(3),$ $SP(2),$ $SU(\infty)$, $SO(\infty)$, $SP(\infty)$ constant torsions$

Integrable hydrodynamic equations for initial chiral currents and infinite hydrodynamic chains from WZNW model and string model of WZNW type with $SU(2),$ $SO(3),$ $SP(2),$ $SU(\infty)$, $SO(\infty)$, $SP(\infty)$ constant torsions

by Cirilo-Lombardo, D J, Gershun, V D
Published in arXiv.org (05.10.2014)

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Integrable string and hydrodynamical type models and nonlocal brackets

by Gershun, V. D
Year of Publication 24.11.2004

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Nonlocal brackets and integrable string models

by Gershun, V. D
Year of Publication 30.03.2004

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Bihamiltonian approach to the closed string model in the background fields

by Gershun, V. D
Year of Publication 25.12.2001

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Bihamiltonity as origin of T-duality of the closed string model

by Gershun, V. D
Year of Publication 13.03.2001

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Integrable string and hydrodynamical type models and nonlocal brackets

by Gershun, V D
Published in arXiv.org (12.01.2005)

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Nonlocal brackets and integrable string models

by Gershun, V D
Published in arXiv.org (30.03.2004)

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$The consistent reduction of the differential calculus on the quantum group $GL_{q}(2,C)$ to the differential calculi on its subgroups and $\sigma$-models on the quantum group manifolds $SL_{q}(2,R)$, $SL_{q}(2,R)/U_{h}(1)$, $C{q}(2|0)$ and infinitesimal transformations$