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About this product
Product Identifiers
PublisherXYZ Press
ISBN-100988562286
ISBN-139780988562288
eBay Product ID (ePID)204214817
Product Key Features
Educational LevelHigh School, Elementary School
Number of Pages203 Pages
Publication Name109 Inequalities from the Awesomemath Summer Program
LanguageEnglish
Publication Year2015
SubjectGeneral
TypeStudy Guide
AuthorAdithya Ganesh, Titu Andreescu
Subject AreaMathematics
FormatHardcover
Dimensions
Item Length9 in
Item Width6 in
Additional Product Features
Intended AudienceElementary/High School
Dewey Edition23
Reviews"109 Inequalities from the AwesomeMath Summer Program lives up to its promise as "an instructive resource for students striving for success at national and international competitions."...[T]he problems form an excellent training regimen for mathematical inequalities and will help readers master the subject...It is an excellent resource and would be a valuable addition to a problem solver's library." - Jack Chen, MAA Reviews, 109 Inequalities from the AwesomeMath Summer Program lives up to its promise as "an instructive resource for students striving for success at national and international competitions."...[T]he problems form an excellent training regimen for mathematical inequalities and will help readers master the subject...It is an excellent resource and would be a valuable addition to a problem solver's library." - Jack Chen, MAA Reviews
Dewey Decimal515.26
Table Of ContentAn introduction The arithmetic-geometric mean inequality The Cauchy-Schwarz inequality Hölder's inequality for sums Nesbitt's inequality The rearrangement and Chebyshev inequalities Introductory problems Advanced problems Solutions to introductory problems Solutions to advanced problems
SynopsisThis book explores the theory and techniques involved in proving algebraic inequalities. To expand the reader's mathematical toolkit, the authors present problems from journals and contests from around the world. Inequalities are an essential topic in Olympiad problem solving, and 109 Inequalities will serve as an instructive resource for students striving for success at national and international competitions. Inequalities are also of great theoretical interest and pave the way towards advanced topics such as analysis, probability theory, and measure theory. Most of all, the authors hope that the reader finds inspiration in both the struggle and beauty of proving algebraic inequalities., Explores the theory and techniques involved in proving algebraic inequalities. To expand the reader's mathematical toolkit, the authors present problems from journals and contests from around the world. Inequalities are an essential topic in Olympiad problem solving, and this title is an instructive resource for students striving for success at national and international competitions.