This work is about inequalities which play an important role in mathematical Olympiads. It contains 175 solved problems in the form of exercises and, in addition, 310 solved problems. The book also covers the theoretical background of the most important theorems and techniques required for solving inequalities. It is written for all middle and high-school students, as well as for graduate and undergraduate students. School teachers and trainers for mathematical competitions will also gain benefit from this book.
While it emphasizes some methods that are not usually covered in beginning university courses, the book nevertheless teaches techniques and skills which are useful beyond the specific topics covered here.
This classic of the mathematical literature forms a comprehensive study of the inequalities used throughout mathematics.
Algebraic Inequalities can be considered a continuation of the book Geometric Inequalities: Methods of Proving by the authors. This book can serve teachers, high-school students, and mathematical competitors.
He has kept the book to a more manageable size by omitting inequalities in areas-such as elementary geometric and trigonometric inequalities-rarely used outside their fields.
The book deserves a warm welcome to those who wish to learn the subject and it will also be most valuable as a source of reference in the field.
In Savage Inequalities, Kozol delivers a searing examination of the extremes of wealth and poverty and calls into question the reality of equal opportunity in our nation's schools.
This book presents studies from across Latin America to take up the challenge of exploring the plurality of social inequalities from a global perspective.
This unique collection of new and classical problems provides full coverage of geometric inequalities.
Drake, St. Clair, and Horace Cayton. Black Metropolis: A Study of Negro Life in a Northern City. New York: Harcourt, Brace, 1945. Drinker, Philip. “Atmospheric Pollution.” Industrial Engineering Chemistry 31 (November 1939): 1316–20.
It is my pleasure to express my appreciation to the distinguished mathematicians who contributed to this volume. Finally, we wish to acknowledge the superb assistance provided by the staff of Kluwer Academic Publishers.