£108.07

Springer Geometric Approaches to Quantum Field Theory Thesis

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Description

Explore the connection between geometry and the universe in Geometric Approaches to Quantum Field Theory. This Springer thesis builds on the ancient Greek idea that everything in existence can be described through geometric principles. By providing new geometric descriptions for quantum gravity, fermionic particles, and the origins of the universe, this work offers a fresh perspective on fundamental physics. This academic text expands upon the established work of Vilkovisky and DeWitt. It extends previous theories to include spin 1/2 and spin 2 degrees of freedom, making it a valuable resource for researchers and students in astronomy and space science. The author also introduces a method for describing the potential term in a quantum field theory using the Eisenhart lift process. This book serves as a deep dive into the mathematical structures that define our physical reality.

Key Features

Provides geometric descriptions for complex systems including quantum gravity and fermionic particles.

Extends the theoretical work of Vilkovisky and DeWitt to include spin 1/2 and spin 2 degrees of freedom.

Introduces the Eisenhart lift process to offer a geometric description of the potential term in quantum field theory.

Explores the origins of the universe through the lens of geometric principles and mathematical frameworks.

Offers an academic deep dive into the relationship between geometry and the physical universe.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
08 October 2021
Listed Since
16 July 2021

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