4–10 Apr 2022
Auditorium Maximum UJ
Europe/Warsaw timezone
Proceedings submission deadline extended to September 11, 2022

Numerical solutions of the JIMWLK equation with the kinematical constraint

8 Apr 2022, 14:16
4m
Poster New theoretical developments Poster Session 3 T12_1

Speaker

Dr Piotr Korcyl (Jagiellonian University)

Description

In this talk, I will describe the implementation of the kinematical constraint within the Langevin formulation of the JIMWLK equation following the proposal of Hatta and Iancu. I will discuss the numerical stability and continuum and infinite volume extrapolations. I will compare the solutions with and without the collinear improvement. I will also comment on the rapidity evolution rate of the saturation radius and its modification due to the kinematical constraint. Some of the discussed results were published in arxiv:2111.07427[hep-ph]. Calculations were performed using the software published in SoftwareX 16 (2021) 100887.

Primary authors

Dr Piotr Korcyl (Jagiellonian University) Leszek Motyka

Presentation materials