Name: 116 Algebraic Inequalities - From The AwesomeMath Year-Round Program
Brand: XYZ Press
SKU: XYZ-1050
Price: 44.95 USD
Availability: InStock

116 Algebraic Inequalities
From the AwesomeMath Year-Round Program

$ 44.95

Be inspired with these challenging problems and detailed solutions to help train for Olympiad level competitions. Progressively increase your skills in solving introductory to advanced level inequality problems, many of which by having multiple solutions, where each section increases the number of variables as you progress through the book. Students who have worked through 109 Inequalities or students who are ready for problems to take them to the Olympiad level will benefit from 116 Algebraic Inequalities!

SKU: XYZ-1050 Category: Books

This book would certainly help Olympiad students who wish to prepare for the study of inequalities, a topic now of frequent use at various competitive levels. The inequalities from each section are ordered increasingly by the number of variables: one, two, three, four, and multi-variables. Each problem has at least one complete solution and many problems have multiple solutions, useful in developing the necessary array of mathematical machinery for competitions.

Authors

Titu Andreescu and Marius Stanean

Subjects

Algebra

Book Details

Hardcover: 216 pages
Publisher: XYZ Press (2018)
Language: English
ISBN-10: 0-9968745-8-5
ISBN-13: 978-0-9968745-8-8

As an inequality enthusiast for several years, I always wanted to challenge myself to solve newer and harder inequalities. However, with the limited techniques I have known, this task is particularly difficult. This book (116 Algebraic Inequalities) presents elementary techniques that could help us to solve even several gems of inequalities that is presented in this book. The examples are really well-presented and the problems are challenging and not common. I have always struggled to apply harder inequalities such as Popoviciu's Inequality and Karamata's Inequality but with this book, I know the generalization of such inequality and a ton of examples to support my knowledge on applying them in problems. In short, I would recommend this book for anyone who love inequalities.

Valentio I. (Indonesia)