Abstract We study dual strong coupling description of integrability-preserving deformation of the O(N) sigma model. Dual theory is described by a coupled theory of Dirac fermions with four-fermion interaction and bosonic fields with exponential interactions. We claim that both theories share the same integrable structure and coincide as quantum field theories. We construct a solution of Ricci flow equation which behaves in the UV as a free theory perturbed by graviton operators and show that it coincides with the metric of the η-deformed O(N) sigma-model after T -duality transformation
AbstractWe construct two-parameter families of integrable λ-deformations of two-dimensional field th...
Double sigma model with strong constraints is equivalent to the ordinary sigma model by imposing a s...
AbstractWe consider two integrable deformations of 2d sigma models on supercosets associated with Ad...
We study dual strong coupling description of integrability-preserving deformation of the O(N) sigma ...
Abstract We introduce and study conformal field theories specified by W −algebras commuting with cer...
The class of integrable Non-Linear Sigma Models (NLSM) have many interesting applications in Quantum...
In this note, we study the action of O(d, d)transformations on the integrable structure of two-dimen...
Classically integrable σ-models are known to be solutions of the 1-loop RG equations, or “Ricci flow...
We study a new class of two-dimensional field theories which are integrable deformations of the stri...
We present a method to deform (generically non-Abelian) T duals of two-dimensional σ models, which p...
The goal of my talk will be to summarise recent joint work with G. Kotousov and S. Lacroix approachi...
In the approach recently proposed by K. Costello and M. Yamazaki, which is based on a four-dimension...
Abstract Recently, a variety of deformed T 1,1 manifolds, with which 2D non-linear sigma models (NLS...
We consider two integrable deformations of 2d sigma models on supercosets associated with AdSn×Sn. T...
AbstractDouble sigma model with strong constraints is equivalent to the ordinary sigma model by impo...
AbstractWe construct two-parameter families of integrable λ-deformations of two-dimensional field th...
Double sigma model with strong constraints is equivalent to the ordinary sigma model by imposing a s...
AbstractWe consider two integrable deformations of 2d sigma models on supercosets associated with Ad...
We study dual strong coupling description of integrability-preserving deformation of the O(N) sigma ...
Abstract We introduce and study conformal field theories specified by W −algebras commuting with cer...
The class of integrable Non-Linear Sigma Models (NLSM) have many interesting applications in Quantum...
In this note, we study the action of O(d, d)transformations on the integrable structure of two-dimen...
Classically integrable σ-models are known to be solutions of the 1-loop RG equations, or “Ricci flow...
We study a new class of two-dimensional field theories which are integrable deformations of the stri...
We present a method to deform (generically non-Abelian) T duals of two-dimensional σ models, which p...
The goal of my talk will be to summarise recent joint work with G. Kotousov and S. Lacroix approachi...
In the approach recently proposed by K. Costello and M. Yamazaki, which is based on a four-dimension...
Abstract Recently, a variety of deformed T 1,1 manifolds, with which 2D non-linear sigma models (NLS...
We consider two integrable deformations of 2d sigma models on supercosets associated with AdSn×Sn. T...
AbstractDouble sigma model with strong constraints is equivalent to the ordinary sigma model by impo...
AbstractWe construct two-parameter families of integrable λ-deformations of two-dimensional field th...
Double sigma model with strong constraints is equivalent to the ordinary sigma model by imposing a s...
AbstractWe consider two integrable deformations of 2d sigma models on supercosets associated with Ad...