Hassani's Mathematical Physics

In summary, the person is a physics undergraduate looking for a mathematical physics textbook to further their understanding of the subject. They have already read one book and are considering purchasing Hassani's book, but would like to hear opinions first. They mention that Hassani covers the same topics as Arfken, but also includes additional ones. They ask for advice or suggestions. The speaker prefers Hassani over Arfken, but notes that Arfken does better with special functions such as Bessel functions.
  • #1
Someone1987
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I have just finished my junior year as a physics undergraduate and I am looking for a mathematical physics textbook that will help me to learn about some of the more advanced areas of the subject. I have already gone through "Mathematical Methods for the Physical Sciences" by Mary Boas. I am considering buying Hassani's book and I would just like to hear some opinions on it before I spend the money. Is this book a good choice for my next text to read on the subject? I was also considering Arfken but Hassani seems to cover all the same topics plus additional ones. Any advice or suggestions is greatly appreciated.
 
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  • #2
Overall, I kike Hassani much better than Arfken, but there are some things that Arfen does better, like special functions, e.g., the properties of the various types of Bessel functions.
 
  • #3


I can understand your desire to find a comprehensive and well-written textbook on mathematical physics to continue your studies. Hassani's Mathematical Physics is a highly recommended textbook in the field, and many students and professionals have found it to be a valuable resource.

One of the strengths of Hassani's book is its clear and concise explanations of advanced mathematical concepts and their applications in physics. It covers a wide range of topics, including differential equations, vector analysis, complex variables, and group theory, all of which are essential for understanding advanced physics concepts.

Compared to other textbooks, Hassani's book also includes additional topics such as Lie algebras and differential geometry, which are important for modern physics research. This makes it a comprehensive and up-to-date resource for students and researchers in the field.

In terms of readability, Hassani's writing style is clear and accessible, making it suitable for both undergraduate and graduate students. The book also includes numerous examples and exercises to help reinforce the concepts and improve problem-solving skills.

Overall, I would highly recommend Hassani's Mathematical Physics as a valuable addition to your textbook collection. It is a well-written and comprehensive resource that will undoubtedly aid in your understanding of advanced mathematical concepts in physics.
 

What is Hassani's Mathematical Physics?

Hassani's Mathematical Physics is a book written by Reza T. Hassani that provides a comprehensive introduction to mathematical methods used in theoretical physics.

Who is the target audience for Hassani's Mathematical Physics?

The book is intended for students and researchers in physics, mathematics, and engineering who are interested in gaining a deeper understanding of the mathematical techniques used in theoretical physics.

What topics are covered in Hassani's Mathematical Physics?

The book covers a wide range of mathematical topics including linear algebra, complex analysis, group theory, calculus of variations, differential equations, and more. It also includes applications to various areas of physics such as classical mechanics, electromagnetism, quantum mechanics, and statistical mechanics.

Is Hassani's Mathematical Physics suitable for self-study?

Yes, the book is designed to be self-contained and includes numerous examples and exercises to aid in understanding. It also includes detailed explanations and derivations to guide readers through the mathematical concepts.

Are there any prerequisites for reading Hassani's Mathematical Physics?

A basic understanding of calculus and linear algebra is recommended for readers, but the book also includes a brief review of these topics in the beginning chapters. Some knowledge of physics concepts would also be helpful but is not required.

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