Small scale quantum ergodicity in negatively curved manifolds
Xiaolong Han
TL;DR
This paper investigates quantum ergodicity properties on negatively curved manifolds, extending previous results to a broader class of symbols, thus advancing understanding of quantum chaos in such geometric settings.
Contribution
It generalizes the main theorem of quantum ergodicity to include a larger class of symbols on negatively curved manifolds.
Findings
Extended quantum ergodicity results to more symbols
Broadened understanding of quantum chaos in negatively curved spaces
Provided new mathematical tools for analyzing quantum systems
Abstract
The main theorem has been slightly generalized to include a larger class of symbols.
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