Mathematical Methods and Physical Insights, 9781107156418
Hardcover
Physics illuminates math: master methods, deepen physical intuition.

Mathematical Methods and Physical Insights

an integrated approach

$225.09

  • Hardcover

    786 pages

  • Release Date

    16 June 2022

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Summary

Bridging Math and Physics: A Symbiotic Approach

Mathematics instruction gains potency when interwoven with physical contexts. This book leverages this principle, nurturing students’ physical intuition while guiding them through the mathematical methods essential for advanced physics studies.

Based on years of undergraduate teaching experience, the text fosters a symbiosis where physics illuminates mathematics, and mathematics, in turn, informs physics.

Ideal for both…

Book Details

ISBN-13:9781107156418
ISBN-10:1107156416
Author:Alec J. Schramm
Publisher:Cambridge University Press
Imprint:Cambridge University Press
Format:Hardcover
Number of Pages:786
Release Date:16 June 2022
Weight:1.82kg
Dimensions:253mm x 193mm x 38mm
What They're Saying

Critics Review

‘Schramm’s Mathematical Methods and Physical Insights is a very welcome new textbook in the area of pedagogical mathematical physics. The book contains numerous insightful and helpful examples from classical and modern physics, as well as unusual and interesting applications of the presented mathematical concepts within and beyond physics. I find the ‘BTW’ inserts, and the lively, unpretentious style of the book both exciting and entertaining. The material discussed in Schramm’s textbook covers entirely the scope of our three-trimester-long Mathematical Methods offering, and additionally provides useful background material to ‘even out’ the often inhomogeneous preparation of students in these classes; I will definitely consider adopting this textbook for my next offerings of Mathematical Methods for Physics here at the University of California, Santa Cruz.’ Professor Stefano Profumo, University of California, Santa Cruz‘As the title suggests, Schramm’s book distinguishes itself from traditional mathematical methods texts in its thematic approach that builds from unit to unit, using rich examples from physical systems that elucidate each topic.  A must-read for physicists wanting to expand their mathematical toolkit as well as for mathematicians hoping to gain new insights from the physical world.’ Professor Jason Detwiler, University of Washington‘For students taking physics courses, one of the difficulties is how to apply appropriate mathematical skills in problem solving (e.g., using integration to find the electric field produced by a continuous charge distribution). This book introduces commonly used mathematical skills from the perspective of a physicist. Focusing on the topics in upper-level physics courses, it provides the mathematical skills for solving problems in each topic. The book is easy to read, and the problems at the end of each chapter offer plenty of exercises for students. The book is a valuable resource for undergraduate students taking upper-level physics courses, and instructors teaching such courses. It could also be a useful reference for graduate students.’ Professor Hong Lin, Bates College‘Physics and engineering students often struggle with mathematics texts that present the material in an abstract fashion, disconnected from practical applications. Schramm’s text represents a refreshing and much needed change. Providing context and intuition throughout, with many worked examples, and in engaging prose, it does more than just explain mathematical methods; it infuses them with meaning and relevance.’ Dr. Jochen Rau, RheinMain University of Applied Sciences, Germany

About The Author

Alec J. Schramm

Alec J. Schramm is a professor of physics at Occidental College, Los Angeles. In addition to conducting research in nuclear physics, mathematical physics, and particle phenomenology, he teaches at all levels of the undergraduate curriculum, from courses for non-majors through general relativity and relativistic quantum mechanics. After completing his Ph.D., he lectured at Duke University and was a KITP Scholar at the Kavli Institute for Theoretical Physics at UC Santa Barbara. He is regularly nominated for awards for his physics teaching and clear exposition of complex concepts.

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