NON-LOCAL CHARGES FOR THE SUPERSYMMETRIC σ -MODEL (original) (raw)

Nonlocal Charges in supersymmetric sigma models

Cosmas Zachos

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Algebra of Nonlocal Charges in Supersymmetric Nonlinear Sigma Models

Ayrton Zadra

International Journal of Modern Physics A, 1997

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Generalized supersymmetric non-linear sigma models

Ulf Lindström

Physics Letters B, 2004

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N=2 Supersymmetric Gauged O(3) Sigma Model

bukyung sul

1997

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The geometry of supersymmetric non-linear sigma models in D≤ 2 dimensions

M. Göteman

2008

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D=2 superfield supergravity, local (supersymmetry) 2 and non-linear Σ models

Hitoshi Nishino

Classical and Quantum Gravity, 1986

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Quantizing the N=2 super sigma-model in two dimensions

Kellogg Stelle

Physics Letters B, 1986

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The algebra of non-local charges in non-linear sigma models

Ayrton Zadra

Communications in Mathematical Physics, 1994

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ON THE QUANTIZATION OF THE N = 2 SUPERSYMMETRIC NONLINEAR SIGMA MODEL

Gerardo Aldazabal

International Journal of Modern Physics A, 1993

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Supersymmetry and nonlinear σ-models

Martin Rocek

Physica D: Nonlinear Phenomena, 1985

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Supersymmetric Four-Dimensional Nonlinear Σ-Models from Nonanticommutative Superspace

Sergei Ketov

Nuclear Physics B, 2005

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Geometry and duality in supersymmetric σ-models

Thomas Curtright, Cosmas Zachos

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Supersymmetry and the nonlocal yangian deformation symmetry

Thomas Curtright, Cosmas Zachos

Nuclear Physics B, 1993

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Quantum, higher-spin, local charges in symmetric space sigma models

Niall Mackay

Journal of High Energy Physics, 2005

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The geometry of supersymmetric sigma-models

Jan Troost

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New Results on the Canonical Structure of Classical Non-Linear Sigma Models

Michael Forger

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Two-dimensional supersymmetric nonlinear σ-models with torsion

Germán Sierra

Physics Letters B, 1984

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Exact generating function of a zero-dimensional supersymmetric non-linear sigma model

Ivan Balog

2020

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A gauge invariant formulation for the SU(N) non-linear sigma model in 2+1 dimensions

Clisthenis Constantinidis

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Non-local charges and quantum integrability of sigma models on the symmetric spaces SO(2n)/SO(n)×SO(n) and Sp(2n)/Sp(n)×Sp(n)

David Kagan

Physics Letters B, 2004

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Geometry and duality in supersymmetric σ-models” Nucl Phys B469

Cosmas Zachos

Nuclear PhysicsB 469 (1996) 488-512, 1996

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Supersymmetric Noether Currents and Seiberg–Witten Theory

Alfredo Iorio

Annals of Physics, 2001

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The quantum geometry of N = (2,2) non-linear σ-models

Jan Troost

Physics Letters B, 1997

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N = 1 supersymmetric sigma model with boundaries, II

Cecilia Albertsson, Ulf Lindström

Nuclear Physics B, 2004

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Four-loop divergences of the two-dimensional (1,1) supersymmetric non-linear sigma model with a Wess-Zumino-Witten term

Sergei Ketov, A. Deriglazov

Nuclear Physics B, 1991

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On the dual symmetry of the non-linear sigma models

Michael Forger

Nuclear Physics B, 1979

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N = 1 Supersymmetric Sigma Model with Boundaries, I

Ulf Lindström

Communications in Mathematical Physics, 2003

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On the origin of anomalies in the quantum non-local charge for the generalized non-linear sigma models

Marcelo Gomes

Nuclear Physics B, 1982

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Current algebra of classical non-linear sigma models

Jürgen Laartz

Communications in Mathematical Physics, 1992

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On generalized local symmetries of the SO(2,1) invariant non-linear sigma model

Ahmet Satir, Sibel Başkal

Physics Letters A, 1994

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N = 1 2 supersymmetric four-dimensional nonlinear s-models from nonanticommutative superspace

Sergei Ketov

Nucl Phys B, 2005

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THE NONCOMMUTATIVE SUPERSYMMETRIC NONLINEAR SIGMA MODEL

Marcelo Gomes

International Journal of Modern Physics A, 2002

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New supersymmetric σ-model duality

Rikard von Unge, Ulf Lindström

Journal of High Energy Physics, 2010

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Supersymmetric sigma models with non-vanishing Nijenhuis tensor and their operator product expansion* 1

Gustav Delius

Nuclear Physics B, 1989

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