Asymptotic behavior for a commutative and noncommutative in coordinates Mixmaster model

Abstract

In this work, we find the asymptotic behavior for a commutative and noncommutative Mixmaster model in a Quantum Cosmology (QC) and semiclassical scenario, showing explicitly the calculus and applying the asymptotically equivalent functions that allow us to analyze the equivalence between Bianchi IX and Bianchi II models.