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Fb2 Uncommon Mathematical Excursions: Polynomia and Related Realms (Dolciani Mathematical Expositions) ePub

by Dan Kalman

Category: Mathematics
Subcategory: Science books
Author: Dan Kalman
ISBN: 0883853418
ISBN13: 978-0883853412
Language: English
Publisher: The Mathematical Association of America; UK ed. edition (December 31, 2009)
Pages: 279
Fb2 eBook: 1753 kb
ePub eBook: 1611 kb
Digital formats: lrf azw mobi rtf

This text serves as a tour guide to little known corners of the mathematical landscape, not far from the main byways of algebra, geometry, and calculus. It is for the seasoned mathematical traveller who has visited these subjects many times and, familiar with the main attractions, is ready to venture abroad off the beaten track. Topics in the second part are all connected in some way with maxima and minima. In the final part calculus is the focus.

Dolciani Mathematical Expositions Volume: 35; 2009; 265 pp; Hardcover. Uncommon Mathematical Excursions: Polynomia and Related Realms

Dolciani Mathematical Expositions Volume: 35; 2009; 265 pp; Hardcover. Recipient of the Mathematical Association of America's Beckenbach Book Prize in 2012! This text serves as a tour guide to little known corners of the mathematical landscape, not far from the main byways of algebra, geometry, and calculus. Uncommon Mathematical Excursions: Polynomia and Related Realms. Base Product Code Keyword List: dol; DOL; dol/35; DOL/35; dol-35; DOL-35. Print Product Code: DOL/35.

polynomia and related realms.

Are you sure you want to remove Uncommon mathematical excursions from your list? Uncommon mathematical excursions. polynomia and related realms. Published 2009 by Mathematical Association of America in Washington, . Calculus, Maxima and minima, Polynomials. Includes bibliographical references (p. 249-257) and index. Dolciani mathematical expositions - no. 35. Other Titles.

Series: Dolciani Mathematical Expositions (35). For the old hand and new devotee alike, this book will surprise, intrigue, and delight readers with unexpected aspects of old and familiar subjects.

Publisher: Mathematical Association of America. The book is divided into three parts - The Province of Polynomia, Maxiministan, and The Calculusian Republic. Publication Date: 2009. Series: Dolciani Mathematical Expositions 35. Price: 6. 5. Kalman ensures that the reader can make connections to known undergraduate mathematics and advanced secondary topics in the algebra, geometry, and calculus domains; he works to help the reader make extensions and perhaps understand more clearly the depth of mathematics in these seemingly elementary topics.

Uncommon Mathematical Ex. .has been added to your Cart. This text serves as a guide to little known corners of the mathematical landscape, not far from the main byways of algebra, geometry, and calculus. It is for the seasoned mathematical traveller who has visited these subjects many times and is ready to venture abroad off the beaten track. Series: Dolciani Mathematical Expositions (Book 35).

Publisher : The Mathematical Association of America. This text serves as a tour guide to little known corners of the mathematical landscape, not far from the main byways of algebra, geometry, and calculus.

Uncommon Mathematical Excursions is for anyone who knows and appreciates the basics of algebra, geometry . Dan Kalman has been writing about and teaching mathematics for 30 years

Uncommon Mathematical Excursions is for anyone who knows and appreciates the basics of algebra, geometry, and calculus, and would like to learn more. It offers teachers an opportunity to deepen their knowledge of mathematics, not by exploring the far reaches of the subject, but by returning to the core. Dan Kalman has been writing about and teaching mathematics for 30 years. A graduate of Harvey Mudd College (BS, 1974) and the University of Wisconsin (PhD, 1980) he is a Professor of Mathematics at American University, Washington, DC.

Borwein & T. Erd´elyi, Polynomials and polynomial inequalities Graduate Texts in Mathematics (161), Springer, 1995 QA241 B775 1995. Morris Marden Geometry of polynomials American Mathematical Society, 1966. Alicia Dickenstein, Ioannis Z. Emiris (ed., Solving polynomial equations: foundations, algorithms and applications. Springer, 2005 ISBN-10 3-540-24326-7/-13 978-3-540-24326-7. Ronald S. Irving, Integers, polynomials and rings Springer, 2004 ISBN -20172-6. Maurice Mignotte & Doru S¸tefanescu, Polynomials Springer, Singapore, 1999 ISBN 091-4021-51-2. Milovanovi´c, ., Matrinovi´c & Th.

Uncommon Mathematical Excursions: Polynomia and Related Realms.

This text serves as a tour guide to little known corners of the mathematical landscape, not far from the main byways of algebra, geometry, and calculus. It is for the seasoned mathematical traveller who has visited these subjects many times and, familiar with the main attractions, is ready to venture abroad off the beaten track. For the old hand and new devotee alike, this book will surprise, intrigue, and delight readers with unexpected aspects of old and familiar subjects. In the first part of the book all of the topics are related to polynomials: properties and applications of Horner form, reverse and palindromic polynomials and identities linking roots and coefficients, among others. Topics in the second part are all connected in some way with maxima and minima. In the final part calculus is the focus.
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