Home > Research > Axes & Teams > Theoretical Physics > Team: Quantum Field Theory and Mathematical Physics
The group “Quantum Field Theory and Mathematical Physics” studies the following research directions:
Conformal Field Theory
Integrable Quantum Field Theory
Non perturbative aspects of Superstring theory
Quantum Gravity in the canonical approach
Non perturbative aspects of Quantum Field theory
Mathematics connected or not to Quantum Field Theory.
PERMANENTS | NON PERMANENTS |
Integrable Deformations of Sine-Liouville Conformal Field Theory and Duality Author(s): Fateev V. (Article) Published: Symmetry, Integrability And Geometry: Methods And Applications, vol. 13 p.080 (2017) |
On a Finite Range Decomposition of the Resolvent of a Fractional Power of the Laplacian II. The Torus Author(s): Mitter P. (Article) Published: Journal Of Statistical Physics, vol. 168 p.986-999 (2017) |
On a Finite Range Decomposition of the Resolvent of a Fractional Power of the Laplacian (vol 163, pg 1235, 2016) Author(s): Mitter P. (Article) Published: Journal Of Statistical Physics, vol. 166 p.453-455 (2017) |
This webpage is a software addons to the article arXiv:1306.6303, entitled Classification of the three-state Hamiltonians solvable by coordinate Bethe ansatz, written by Nicolas Crampé (L2C), Luc Frappat and Eric Ragoucy (LAPTH).
If you used this webpage, we would appreciate if you cite this article.