Add to ORKGAbstract The four-point integral of the minimal super Liouville gravity on the sphere is evaluated numerically. The integration procedure is based on the effective elliptic param-eterization of the moduli space. The analysis is performed for a few different gravitational four-point amplitudes. The results agree with the analytic results recently obtained using the Higher super Liouville equations of motion.
In this article, we will show how to use Zamolodchikov's higher equations of motion in Liouville fie...
We continue the study of (q, p) Minimal Liouville Gravity with the help of Douglas string equation. ...
We study modular invariants arising in the four-point functions of the stress tensor multiplet opera...
arXiv:0902.4407 Prepared from an English manuscript submitted by the author; for the Russian version...
International audienceWe consider the 2D super Liouville gravity coupled to the minimalsuperconforma...
Translated from Teoreticheskaya i Matematicheskaya Fizika,International audienceDirectly evaluating ...
Directly evaluating the correlation functions in 2D minimal gravity requires integrating over the mo...
The four-point correlation function has been studied in Liouville field theory. If one of the fields...
The four-point perturbative contribution to the spherical partition function of the gravitational Ya...
International audienceStraightforward evaluation of the correlation functions in 2D minimal gravity ...
The problem of the structure constants of the operator product expansions in the minimal models of c...
We formulate nonperturbative 2D gravity in the framework of Liouville theory. In particular, we expr...
We continue the study of ( q , p ) Minimal Liouville Gravity with the help of Douglas string equatio...
Abstract We compute the sphere and disk partition functions in semiclassical Liouville and analogous...
Based on a recent paper by Takhtajan, we propose a formulation of 2-D quantum gravity whose basic ob...
In this article, we will show how to use Zamolodchikov's higher equations of motion in Liouville fie...
We continue the study of (q, p) Minimal Liouville Gravity with the help of Douglas string equation. ...
We study modular invariants arising in the four-point functions of the stress tensor multiplet opera...
arXiv:0902.4407 Prepared from an English manuscript submitted by the author; for the Russian version...
International audienceWe consider the 2D super Liouville gravity coupled to the minimalsuperconforma...
Translated from Teoreticheskaya i Matematicheskaya Fizika,International audienceDirectly evaluating ...
Directly evaluating the correlation functions in 2D minimal gravity requires integrating over the mo...
The four-point correlation function has been studied in Liouville field theory. If one of the fields...
The four-point perturbative contribution to the spherical partition function of the gravitational Ya...
International audienceStraightforward evaluation of the correlation functions in 2D minimal gravity ...
The problem of the structure constants of the operator product expansions in the minimal models of c...
We formulate nonperturbative 2D gravity in the framework of Liouville theory. In particular, we expr...
We continue the study of ( q , p ) Minimal Liouville Gravity with the help of Douglas string equatio...
Abstract We compute the sphere and disk partition functions in semiclassical Liouville and analogous...
Based on a recent paper by Takhtajan, we propose a formulation of 2-D quantum gravity whose basic ob...
In this article, we will show how to use Zamolodchikov's higher equations of motion in Liouville fie...
We continue the study of (q, p) Minimal Liouville Gravity with the help of Douglas string equation. ...
We study modular invariants arising in the four-point functions of the stress tensor multiplet opera...