7 citations · 11 across the 6 of their papers we have counts for
6 papers
Integrable hydrodynamic equations for initial chiral currents and infinite hydrodynamic chains from WZNW model and string model of WZNW type with , , constant torsions
D. J. Cirilo-Lombardo, V. D. Gershun
The WZNW and string models are considered in the terms of the initial and invariant chiral currents assuming that the internal and external torsions coincide (anticoincide) and the…
Integrable string models with constant torsion in terms of chiral invariants of SU(n), SO(n), SP(n) groups
V. D. Gershun
We used the invariant local chiral currents of principal chiral models for SU(n), SO(n), SP(n) groups to construct new integrable string equations of hydrodynamic type on the Riemm…
Integrable String Models in Terms of Chiral Invariants of SU(n), SO(n), SP(n) Groups
Victor D. Gershun
We considered two types of string models: on the Riemmann space of string coordinates with null torsion and on the Riemman-Cartan space of string coordinates with constant torsion.…
Nonlocal brackets and integrable string models
V. D. Gershun
The closed string model in the background gravity field is considered as the bi-Hamiltonian system in assumption that string model is the integrable model for particular kind of th…
Bihamiltonian approach to the closed string model in the background fields
V. D. Gershun
The closed string model in the background gravity field and the antisymmetric B-field is considered as the bihamiltonian system in assumption,that string model is the integrable mo…
The consistent reduction of the differential calculus on the quantum group to the differential calculi on its subgroups and -models on the quantum group manifolds , , and infinitesimal transformations
V. D. Gershun
Explicit construction of the second order left differential calculi on the quantum group and its subgroups are obtained with the property of the natural reduction: the differential…