Zeta Function Methods and Quantum Fluctuations
Emilio Elizalde
TL;DR
This paper reviews recent advances in zeta function techniques and their applications to quantum vacuum fluctuations, highlighting their relevance in mathematical problems and cosmological field theories.
Contribution
It provides a comprehensive overview of how zeta function methods are applied to compute quantum fluctuations and explores their potential in cosmological research.
Findings
Enhanced methods for calculating quantum vacuum fluctuations
Applications of zeta functions in cosmological models
Bridging mathematical techniques with physical theories
Abstract
A review of some recent advances in zeta function techniques is given, in problems of pure mathematical nature but also as applied to the computation of quantum vacuum fluctuations in different field theories, and specially with a view to cosmological applications.
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