Halmos' How to read mathematics

  • Thread starter Goldbeetle
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In summary, "Halmos' How to read mathematics" is a book written by Paul Halmos that offers guidance and tips on effectively reading and comprehending mathematical texts. The target audience includes students, researchers, and professionals, and the book covers topics such as definitions, notation, proofs, and the structure of arguments. While it is primarily aimed at readers with some background in mathematics, it can still benefit beginners by providing a solid foundation for reading mathematical texts. Overall, this book can improve readers' ability to understand mathematical concepts and develop critical thinking skills.
  • #1
Goldbeetle
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Dear all,
does anybody know where I can find this article (bibliographical references). Are there similar articles that may be interesting to read?
Thanks
 
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  • #2
Hi Goldbeetle! :smile:

I don't think it was a book, I think it was a contribution to the 1973 Style Manual of the American Mathematical Society.

I expect the current Style Manual is written by someone else, and that the edition with Halmos's work is out of print (but older professors may still have one! :wink:).
 
  • #3
for your question! Halmos' article "How to Read Mathematics" is a classic and highly recommended read for anyone looking to improve their mathematical reading skills. It can be found in his book "How to Write Mathematics" or in various online resources such as JSTOR or Google Scholar.

As for similar articles, there are many resources available for improving mathematical reading skills. Some other recommended readings include "How to Read and Do Proofs" by Daniel Solow, "The Princeton Companion to Mathematics" edited by Timothy Gowers, and "Reading, Writing, and Proving: A Closer Look at Mathematics" by Ulrich Daepp and Pamela Gorkin. Additionally, many mathematics departments offer workshops or courses on reading and writing mathematics, so be sure to check with your local university as well. Happy reading!
 

1. What is "Halmos' How to read mathematics"?

"Halmos' How to read mathematics" is a book written by Paul Halmos, a renowned mathematician, that provides guidance and tips on how to effectively read and understand mathematical texts.

2. Who is the target audience for this book?

The target audience for this book is anyone who wants to improve their skills in reading and comprehending mathematical texts. This can include students, researchers, and professionals in various fields.

3. What topics are covered in "Halmos' How to read mathematics"?

The book covers a wide range of topics related to reading mathematics, including understanding definitions, notation, proofs, and the structure of mathematical arguments. It also includes tips on how to approach different types of mathematical texts, such as textbooks and research papers.

4. Is this book suitable for beginners in mathematics?

While the book is primarily aimed at readers who already have some background in mathematics, it can still be helpful for beginners. The book provides a solid foundation for reading mathematical texts and can be a valuable resource for those just starting to learn the subject.

5. How can "Halmos' How to read mathematics" benefit me?

This book can benefit readers by improving their ability to read and understand mathematical texts, which is essential for success in any field that involves mathematics. It can also help readers develop critical thinking skills and become more confident in their understanding of mathematical concepts.

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