Anisotropic constant-roll inflation with noncommutative model and swampland conjectures

TL;DR

This paper explores anisotropic constant-roll inflation models incorporating noncommutative geometry and swampland criteria, revealing new solutions and analyzing their implications for inflationary dynamics.

Contribution

It introduces novel anisotropic constant-roll solutions within a noncommutative inflation framework and examines their compatibility with swampland conjectures.

Findings

New anisotropic constant-roll solutions found

Effects of noncommutative parameters on inflation analyzed

Compatibility with swampland criteria demonstrated

Abstract

In this paper, we study a constant-roll inflationary model in the presence of a noncommutative parameter with a homogeneous scalar field minimally coupled to gravity. The specific noncommutative inflation conditions proposed new consequences. On the other hand, we use anisotropic conditions and find new anisotropic constant-roll solutions with respect to noncommutative parameter. Also, we will plot some figures with respect to the specific values of the corresponding parameter and the swampland criteria which is raised from the exact potential obtained from the constant-roll condition. Finally, different figures lead us to analyze the corresponding results and also show the effect of above mentioned parameter on the inflationary model.