Anderson transition in three and four effective dimensions for the frequency modulated kicked rotator

TL;DR

This paper investigates the Anderson transition in three and four effective dimensions using the frequency modulated kicked rotator, confirming that the critical exponents align with theoretical predictions without relying on a scaling function.

Contribution

It demonstrates that the critical exponents for the Anderson transition in higher dimensions match theoretical relations based on previous data for the frequency modulated kicked rotator.

Findings

Critical exponents agree with theoretical relations.

No scaling function needed for the analysis.

Supports the universality of Anderson transition in higher dimensions.

Abstract

The critical exponents for the Anderson transition in three and four effective dimensions are discussed on the basis of previous data obtained for the frequency modulated kicked rotator. Without appeal to a scaling function they are shown to be in a satisfactory agreement with the theoretical relation known for them.