LOCAL ZETA REGULARIZATION AND THE SCALAR CASIMIR EFFECT: A GENERAL APPROACH BASED ON INTEGRAL KERNELS
by Livio Pizzocchero, Davide Fermi
Local zeta regularization and the scalar Casimir effect are examined through a general approach using integral kernels. Authors Livio Pizzocchero and Davide Fermi provide a mathematical framework for quantum field theory applications, focusing on regularization techniques and physical implications in a structured, kernel-based methodology.
About This Book
This work by Livio Pizzocchero and Davide Fermi explores local zeta regularization in the context of the scalar Casimir effect. The approach is based on integral kernels, providing a unified method for analysis.
The authors develop a general framework that applies integral kernel techniques to regularize zeta functions locally. This method addresses key challenges in quantum field theory, particularly for the scalar Casimir effect.
Through rigorous mathematical derivations, the book establishes connections between regularization techniques and physical phenomena. It serves as a valuable resource for researchers in theoretical physics and applied mathematics.
The text emphasizes the scalar Casimir effect, detailing how integral kernels facilitate precise computations and interpretations in this area.
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