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Mathematical Methods for Physicists

by Babusci Danilo

A mathematical framework for physics

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AlbakiReads Editorial

A mathematical framework for physics

Danilo Babusci’s 480-page text organizes mathematical methods around their formalism, rather than around individual physics problems. Its unifying thread is the search for shared mathematical structures across phenomena that may initially seem unrelated, including through a nonconventional treatment of special functions and polynomials. The description also highlights matrix formalism, with applications spanning ray optics, atomic-system evolution, QED, QCD, and Feynman diagrams. The book presents these methods as rigorous tools for analysis in physics and other sciences, making the connection between mathematical techniques and their varied applications central to its approach.

Good fit for readers who enjoy

  • Graduate students taking courses in mathematical methods for physics
  • Undergraduate students seeking material on mathematical methods used in physics
  • Researchers looking for a formalism-centered treatment of tools applied across physics topics

Themes

Mathematical methods in physicsUnifying mathematical frameworksSpecial functions and polynomialsMatrix formalism and its applications

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Book overview

The book covers different aspects of mathematical methods for Physics. It is designed for graduate courses but a part of it can also be used by undergraduate students. The leitmotiv of the book is the search for a common mathematical framework for a wide class of apparently disparate physical phenomena. An important role, within this respect, is provided by a nonconventional formulation of special functions and polynomials. The proposed methods simplify the understanding of the relevant technicalities and yield a unifying view to their applications in Physics as well as other branches of science.

The chapters are not organized through the mathematical study of specific problems in Physics, rather they are suggested by the formalism itself. For example, it is shown how the matrix formalism is useful to treat ray Optics, atomic systems evolution, QED, QCD and Feynman diagrams. The methods presented here are simple but rigorous. They allow a fairly substantive tool of analysis for a variety of topics and are useful for beginners as well as the more experienced researchers.

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