Analytical Structure of the Generalized $\lambda-$deformation

TL;DR

This paper investigates the analytical properties of the generalized lambda-deformation of AdS_p x S^p spaces, leading to the construction of new integrable backgrounds with multiple continuous parameters.

Contribution

It introduces a generalized lambda-deformation framework and constructs new integrable backgrounds depending on multiple parameters.

Findings

New integrable backgrounds depending on (p+1) parameters.

Analytical structure of the generalized lambda-deformation elucidated.

Potential applications in string theory and integrable models.

Abstract

We explore the analytical structure of the generalized $\lambda$-deformation of AdS_p x S^p spaces and construct new integrable backgrounds which depend on (p+1) continuous parameters.