On algebraic structures in supersymmetric principal chiral model (original) (raw)

Zero-curvature formalism of supersymmetric principal chiral model

Usman Saleem

The European Physical Journal C, 2005

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Two-Dimensional N=1,2 Supersymmetric Chiral and Dual Models

Francesco Toppan

Modern Physics Letters A, 1998

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Principal Chiral Model without and with WZ term: Symmetries and Poisson-Lie T-Duality

Franco Pezzella

Proceedings of Corfu Summer Institute 2019 "School and Workshops on Elementary Particle Physics and Gravity" — PoS(CORFU2019), 2020

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Commutative Poisson subalgebras for the Sklyanin bracket and deformations of known integrable models

Andrey Tsiganov

2001

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Prolongation approach to the algebraic structures of the principal chiral model and completely conserved currents

Mo-lin Ge

Physics Letters A, 1989

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Commutative Poisson subalgebras for Sklyanin brackets and deformations of some known integrable models

Andrey Tsiganov

Theoretical and Mathematical Physics, 2002

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Poisson Algebras and 3D Superintegrable Hamiltonian Systems

allan fordy

Symmetry, Integrability and Geometry: Methods and Applications, 2018

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On "Bosonic, Fermionic and Mixed" Supersymmetric 2-Dimensional Integrable Models

Francesco Toppan

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Lax pair and Darboux transformation of a noncommutative U ( N ) principal chiral model

Usman Saleem

Journal of Physics A: Mathematical and General, 2006

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Novel symmetries in supersymmetric quantum mechanical models

Avinash Khare

Annals of Physics, 2013

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Curved Superspaces and Local Supersymmetry in Supermatrix Model

Hikaru KAWAI

Progress of Theoretical Physics, 2006

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Polynomial Poisson algebras for two-dimensional classical superintegrable systems and polynomial associative algebras for quantum superintegrable systems

Costas Daskaloyannis

Czechoslovak Journal of Physics, 2000

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Supersymmetric σ-models and graded Lie groups

Stefano Sciuto

Il Nuovo Cimento A, 1981

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T-dualities and Doubled Geometry of the Principal Chiral Model

Patrizia Vitale

Journal of High Energy Physics

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Quadratic Poisson algebras of two-dimensional classical superintegrable systems and quadratic associative algebras of quantum superintegrable systems

Costas Daskaloyannis

Journal of Mathematical Physics, 2001

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Currents, charges, and canonical structure of pseudodual chiral models

Thomas Curtright, Cosmas Zachos

Physical Review D, 1994

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The central charge in the supersymmetric model

Shahin Rouhani

Nuclear Physics B, 1980

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Structure relations for the symmetry algebras of quantum superintegrable systems

Willard Miller

Journal of Physics: Conference Series, 2012

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Lagrangian formulation of the general modified chiral model

W. Zakrzewski

Physics Letters A, 1998

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On the general structure of supersymmetric quantum mechanical models

Harald Grosse

Nuclear Physics B, 1990

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Supersymmetry in physics: An algebraic overview

Pierre Ramond

Physica D: Nonlinear Phenomena, 1985

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New symmetries of the chiral Potts model

Teresia Mansson

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Binary Darboux Transformation for the Supersymmetric Principal Chiral Field Model

Bushra Haider

Journal of Nonlinear Mathematical Physics, 2011

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The Lie-Poisson structure of integrable classical non-linear sigma models

Jürgen Laartz

Communications in Mathematical Physics, 1993

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The Paradigm of pseudodual chiral models

Cosmas Zachos

1994

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Hamiltonian Formalism and Supersymmetry for Nonlinear Differential Equations

Joseph Krasilshchik

2001

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Supersymmetric Quantum Mechanics and Super-Lichnerowicz Algebras

Karl Hallowell

Communications in Mathematical Physics, 2007

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Supersymmetry algebra cohomology. I. Definition and general structure

Friedemann Brandt

Journal of Mathematical Physics, 2010

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Polynomial algebras from su(3) and a quadratically superintegrable model on the two sphere

Javier Negro

Journal of Physics A: Mathematical and Theoretical, 2020

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Canonical non-Abelian dual transformations in supersymmetric field theories

Thomas Curtright

Physical Review D, 1995

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Reparameterization Invariant Model of a Supersymmetric System: BRST and Supervariable Approaches

Brijesh Chauhan

Advances in High Energy Physics, 2021

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Collective field theory of a singular supersymmetric matrix model

Robert de Mello Koch

Physical Review D, 1995

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