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    Methods of Solving Nonstandard Problems

    Posted By: Underaglassmoon
    Methods of Solving Nonstandard Problems

    Methods of Solving Nonstandard Problems
    Birkhäuser | Mathematics | October 10, 2015 | ISBN-10: 3319198866 | 327 pages | pdf | 3 mb

    by Ellina Grigorieva (Author)
    Ideal resource for students preparing for a mathematical competition or for those looking to improve their problem-solving abilities
    Contains over 300 problems covering most important topics of elementary mathematics with hints, answers, and detailed solutions
    Includes important and sometimes overlooked topics on functions, polynomials, and inequalities


    From the Back Cover
    This book, written by an accomplished female mathematician, is the second to explore nonstandard mathematical problems – those that are not directly solved by standard mathematical methods but instead rely on insight and the synthesis of a variety of mathematical ideas. It promotes mental activity as well as greater mathematical skills, and is an ideal resource for successful preparation for the mathematics Olympiad.

    Numerous strategies and techniques are presented that can be used to solve intriguing and challenging problems of the type often found in competitions. The author uses a friendly, non-intimidating approach to emphasize connections between different fields of mathematics and often proposes several different ways to attack the same problem. Topics covered include functions and their properties, polynomials, trigonometric and transcendental equations and inequalities, optimization, differential equations, nonlinear systems, and word problems. Over 360 problems are included with hints, answers, and detailed solutions.

    Methods of Solving Nonstandard Problems will interest high school and college students, whether they are preparing for a math competition or looking to improve their mathematical skills, as well as anyone who enjoys an intellectual challenge and has a special love for mathematics. Teachers and college professors will be able to use it as an extra resource in the classroom to augment a conventional course of instruction in order to stimulate abstract thinking and inspire original thought.

    About the Author
    Ellina Grigorieva, PhD, is Professor of Mathematics at Texas Women's University, Denton, TX, USA

    Number of Illustrations and Tables
    9 illus., 2 in colour

    Topics
    Algebra
    Analysis
    Geometry
    Number Theory
    Mathematics Education