Paul R. Halmos-Lester R. Ford Award (2024) for Expository Mathematical Writing in an MAA Publication

Mathematicians Awarded for 2024 Expository Mathematical Writing in MAA Publications

Paul R. Halmos-Lester R. Ford Award (2024)

Judith B. Bruckner, Brian S. Thomson and Andrew M. Bruckner Can One Visualize a Continuous Nowhere Differentiable Function? The American Mathematical Monthly, 130:3, 214-221.

Although a continuous nowhere differentiable function (aka a “monster”) is a classic example in introductory analysis texts, it is not very easy to visualize. The authors offer a geometric approach that avoids the computational and visual complications of using infinite sums of functions for constructing monsters. This lively paper gives readers a chance to reevaluate their visual concept of a continuous nowhere differentiable function

Dr Hongjian Shi (trasnlator into Chinese of one of our textbooks)

 I haven't been in touch with Dr Shi in quite a while.  The last institute I remember was @sustech.edu.cn.  he publishes in electrical engineering, so maybe he can be traced down from recent papers.

Chinese Edition of Elementary Real Analysis (Thomson, Bruckner, Bruckner)

The first run of 2000 copies of the Chinese edition of our analysis textbook has just been printed by the publisher.

Copies can be obtained from the publisher directly or by contacting either of the two translators (Dr. Shi or Ms. Lee).   Contact me for details.

As always the original English language version is available for free download on our website and an inexpensive paperback listed for purchase on Amazon.

Useful Online Advanced Math Textbooks?

On LinkedIn just recently a mathematics student, Benjamin Bowden,  posted this question.

Does anybody know of any useful, accessible, and manageable (preferably free) online textbooks for undergraduate math courses? I found this one (http://www.math-cs.gordon.edu/~kcrisman/mat338/index.html) for Number Theory very good when I used it and I'm wondering if anybody knows of any others.

I think a bit of time googling this question might have led somewhere, but perhaps not.  One professional mathematician made this suggestion:

There is Diestel's book on graph theory. Starts from the elementary but soon goes to the advanced.
http://diestel-graph-theory.com/

11 hours ago

Readers of this blog (if any) will know about the following.  But I repeat it here in case there is anyone out there asking the same question and stumbling, for the first time on this blog.

I believe that this is the future of textbooks, especially in mathematics. Having published with a major commercial publisher of textbooks who shall remain nameless (Pearson!) who priced our textbooks in the stratosphere, I find now it much more sensible to offer free PDFs and inexpensive paperbacks directly.

All of our textbooks are online at 
http://classicalrealanalysis.info/com/Home.php 
and PDF copies are free. Mostly these are real analysis textbooks from an elementary level up to graduate.

Also there is a more general source of free mathematical textbooks available 
at 
http://aimath.org/textbooks/approved-textbooks/ 
collected and authenticated by the American Institute of Mathematics.

 Students need all the financial assistance they can get nowadays.  Free textbooks are an excellent way to help in a small way.  We academic mathematicians can make better use of our expository talents than enriching the commercial publishing industry.

Sample pages from Chinese Edition

To Download sample pages!

Link to Amazon for the Chinese translation of TBB

Here is a link to the Amazon listing for this Chinese language textbook, published today.

Chinese Language Edition of "Elementary Real Analysis"

Just published today!

This is a Chinese language translation of the first eight chapters of our elementary real analysis textbook.

It can be purchased directly from CreateSpace or from Amazon.com by following the links below.  I will shortly put up some sample pages on our web site ClassicalRealAnalysis.com.

This excellent and accurate translation was done by two accomplished mathematicians: Hongjian Shi and Lei Zhang.

 

• Publication Date:  Nov 13 2013
• ISBN/EAN13:  1492864188 / 9781492864188
• Page Count:  332
• Binding Type:  US Trade Paper
• Trim Size:  8" x 10"
• Language:  Chinese
• Color:  Black and White
• Related Categories:Mathematics / Mathematical Analysis

 

Purchase information on CreateSpace.

Purchase information on Amazon.