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Mathematics and Technology

Contributor(s): Rousseau, Christiane (Author), Hamilton, Chris (Translator), Antaya, Hélène (Contribution by), Saint-Aubin, Yvan (Author), Ascah-Coallier, Isabelle (Contribution by)

ISBN: 9781441924070

Publisher: Springer

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Pub Date: November 19, 2010

Dewey: 620.00420285

Lexile Code: 0000

Target Age Group: NA to NA

Physical Info: 1.30" H x 9.20" L x 7.10" W ( 2.20 lbs) 580 pages

Series: Springer Undergraduate Texts in Mathematics and Technology

Descriptions, Reviews, etc.

Description:

The authors present elegant mathematical concepts such as Markov chains, function iteration and simple groups, and develop these concepts, applying them to important practical problems such as web-navigation, data compression and error correcting codes.

Review Quotes:

From the reviews:

"Christiane Rousseau and Yvan Saint-Aubin here present a valuable collection of diverse and detailed applied mathematics examples. ... presented to work as a standalone guide to mathematics at work today, usable for self-study and enlightenment or as a text for coursework. ... Chapters conclude with a rich collection of exercises followed by references for further study. ... together with the clear signposts to help students get around and through the more difficult topics, make Mathematics and Technology suitable for any diligent reader ... ." (Tom Schulte, MAA Online, February, 2009)

"This book takes a more detailed view of mathematics in action, in several areas of technology ... . This is an excellent book for a varied audience. ... This book will also be attractive to college students ... and to researchers in mathematics, computer science (CS), and technology, who want to acquire a more thorough understanding of the applications covered in the book. ... the authors give several pointers and suggestions to instructors. ... I like this book and I recommend it." (Edgar R. Chavez, ACM Computing Reviews, June, 2009)

"The authors highlight how mathematical modeling, together with the power of mathematical tools, has been crucial for innovation in technology. ... The text is written for students who have a familiarity with Euclidean geometry and have mastered multivariable calculus, linear algebra, and elementary probability theory. ... undergraduates in their junior or senior years are the ideal audience for the course." (Tzvetan Semerdjiev, Zentralblatt MATH, Vol. 1211, 2011)

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