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Springer Periods in Quantum Field Theory and Arithmetic - Springer

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Description

This comprehensive volume collects proceedings from the International Centre for Mathematical Sciences programme held in Madrid from September 15 to December 19, 2014, focusing on the intersection of periods in quantum field theory and arithmetic. The book brings together leading mathematicians and theoretical physicists to explore cutting-edge research on how periods emerge as fundamental objects bridging algebraic geometry, number theory, and quantum field theory. It presents advanced results on period integrals, their arithmetic properties, and applications to physics, offering essential reading for researchers in mathematical physics, algebraic geometry, and number theory seeking to understand modern developments in these interconnected fields.

Key Features

Springer Proceedings in Mathematics & Statistics volume 314 offers peer-reviewed research from an international conference on periods and quantum field theory.

The book covers period integrals and their roles in both quantum field theory calculations and arithmetic geometry problems.

Madrid ICMAT programme contributions provide authoritative perspectives from leading experts on contemporary mathematical physics and number theory.

Advanced mathematical treatment suitable for researchers and graduate students studying the deep connections between physics and arithmetic.

Comprehensive coverage of period-related problems spanning algebraic geometry, Feynman integrals, and Galois theory applications.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
14 March 2021
Listed Since
15 February 2021

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