Inequalities (Little Mathematics Library) by P. P. Korovkin (PDF)

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Reviews from Amazon users which were colected at the time this book was published on the website:

⭐Note there are two English language version of this book. There is not a great deal of difference between them, but they each have their strength and weaknesses (see review below).This short paperback pamphlet by P. P. Korovkin, in either version, is one of the best and shortest introductions to inequalities and their use. It should be accessible to general readers with a solid foundation of high school mathematics.Here, the concepts material is divided into five chapters of about 10 pages each, followed by a final chapter with exercise solutions. The introductory three chapters present basic principles and the final two chapter (before the solution section) present applications of inequalities to “Maxima and Minima” and to the “Calculation of Some Limits”.This particular edition has some font and translation issues. The text was prepared by typewriter, and is a bit difficult to read. The translation by H. Moss has the occasional awkward sentence. However, the layout is excellent with formulas nicely separated from text.There is a better translation of this work printed by the Russian publisher MIR, available in their “Little Mathematics Library”. That slightly smaller-formatted edition is also set in a more readable font. However, that pamphlet’s layout is not as satisfactory, with formulas less well separated from the supporting text.This edition has a slightly sturdier cover than the MIR edition. It’s more like a Dover paperback, probably familiar to most mathematics readers. Either edition provides an outstanding introduction; the MIR edition has the better translation and font, and this edition a better layout of formulas.

⭐This book on inequalities is one of the best on the subject.Beginning from a grass root level, the author tries to familiarise the readers with the indepth subtleties of the topic. A slim edition, packed with only 63 problems in all, this book condenses details yet maintaining continuity.In short ,a gem of a book and a must for every maths lover.

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