Comment on "Spatial Correlation in Quantum Chaotic Systems with Time-Reversal Symmetry: Theory and Experiment" by V. N. Prigodin et al [cond-mat/9504089]

TL;DR

This paper demonstrates that the results of Prigodin et al on spatial correlation in quantum chaotic systems can be reproduced and simplified using Berry's conjecture, linking eigenfunction statistics to Gaussian randomness.

Contribution

It provides a simplified derivation of previous results by applying Berry's conjecture, clarifying the theoretical understanding of spatial correlations in quantum chaos.

Findings

Results can be reproduced using Berry's conjecture

Simplified theoretical framework established

Supports Gaussian random wave model in quantum chaos

Abstract

We show that the results of Prigodin et al can be reproduced and simplified by making use of Berry's conjecture that the energy eigenfunctions in a quantized chaotic system are gaussian random variables.