We construct two-parameter families of integrable λ -deformations of two-dimensional field theories. These interpolate between a CFT (a WZW/gauged WZW model) and the non-Abelian T-dual of a principal chiral model on a group/symmetric coset space. In examples based on the SU(2) WZW model and the SU(2)/U(1) exact coset CFT, we show that these deformations are related to bi-Yang–Baxter generalisations of η -deformations via Poisson–Lie T-duality and analytic continuation. We illustrate the quantum behaviour of our models under RG flow. As a byproduct we demonstrate that the bi-Yang–Baxter σ -model for a general group is one-loop renormalisable
AbstractWe define a two-parameter family of integrable deformations of the principal chiral model on...
AbstractWe prove the conjecture of Sfetsos, Siampos and Thompson that suitable analytic continuation...
We examine a recently proposed class of integrable deformations to two-dimensional conformal field t...
We construct two-parameter families of integrable λ -deformations of two-dimensional field theories....
AbstractWe construct two-parameter families of integrable λ-deformations of two-dimensional field th...
We construct two-parameter families of integrable λ-deformations of two-dimensional field theories. ...
AbstractWe construct two-parameter families of integrable λ-deformations of two-dimensional field th...
We construct two-parameter families of integrable λ -deformations of two-dimensional field theories...
We examine a recently proposed class of integrable deformations to two-dimensional conformal field t...
We derive two new classes of integrable theories interpolating between exact CFT WZW or gauged WZW m...
AbstractIt is known that Yang–Baxter sigma models provide a systematic way to study integrable defor...
We examine integrable λ -deformations of SO( n + 1) / SO( n ) coset CFTs and their analytic continua...
We examine integrable λ -deformations of SO( n + 1) / SO( n ) coset CFTs and their analytic continua...
We review some recent developments in the construction of integrable η- and λ-deformations of the Ad...
AbstractWe derive two new classes of integrable theories interpolating between exact CFT WZW or gaug...
AbstractWe define a two-parameter family of integrable deformations of the principal chiral model on...
AbstractWe prove the conjecture of Sfetsos, Siampos and Thompson that suitable analytic continuation...
We examine a recently proposed class of integrable deformations to two-dimensional conformal field t...
We construct two-parameter families of integrable λ -deformations of two-dimensional field theories....
AbstractWe construct two-parameter families of integrable λ-deformations of two-dimensional field th...
We construct two-parameter families of integrable λ-deformations of two-dimensional field theories. ...
AbstractWe construct two-parameter families of integrable λ-deformations of two-dimensional field th...
We construct two-parameter families of integrable λ -deformations of two-dimensional field theories...
We examine a recently proposed class of integrable deformations to two-dimensional conformal field t...
We derive two new classes of integrable theories interpolating between exact CFT WZW or gauged WZW m...
AbstractIt is known that Yang–Baxter sigma models provide a systematic way to study integrable defor...
We examine integrable λ -deformations of SO( n + 1) / SO( n ) coset CFTs and their analytic continua...
We examine integrable λ -deformations of SO( n + 1) / SO( n ) coset CFTs and their analytic continua...
We review some recent developments in the construction of integrable η- and λ-deformations of the Ad...
AbstractWe derive two new classes of integrable theories interpolating between exact CFT WZW or gaug...
AbstractWe define a two-parameter family of integrable deformations of the principal chiral model on...
AbstractWe prove the conjecture of Sfetsos, Siampos and Thompson that suitable analytic continuation...
We examine a recently proposed class of integrable deformations to two-dimensional conformal field t...