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Book
Concepts of communication: interpersonal, intrapersonal and mathematical
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Year: 1971 Publisher: New York Wiley

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Book
Mathématiques modernes pour l'ingénieur
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Year: 1965 Publisher: Paris Dunod

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Mathematics


Book
Applied combinatorial mathematics
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Year: 1964 Publisher: New York, N.Y. Wiley & Sons

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Book
Modern mathematics for the engineer
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Year: 1956 Publisher: New York : McGraw-Hill,

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General inequalities : proceedings of the 2nd International conference on general inequalities held in the mathematical research institute at Oberwolfach, Black Forest, July 30 - August 5, 1978
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ISBN: 3764310561 Year: 1980 Publisher: Basel Birkhäuser

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General inequalities : proceedings of the 1st International conference on general inequalities held in the mathematical research institute at Oberwolfach, Black Forest, May 10-14, 1976
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ISBN: 3764309725 Year: 1978 Publisher: Basel Birkhäuser

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Book
Modern college algebra and trigonometry
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ISBN: 0534001106 Year: 1972 Publisher: Belmont Wadsworth Publishing Company

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Book
An introduction to inequalities
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Year: 1961 Volume: 3 Publisher: New York : Random House,

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Book
Inequalities
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Year: 1961 Publisher: Berlin : Springer,

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Book
An Introduction to inequalities
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ISBN: 0883859211 9780883859216 Year: 1961 Publisher: Washington, D.C. : Mathematical Association of America,

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Most people, when they think of mathematics, think first of numbers and equations-the number (x)=that number (y). But professional mathematicians, in dealing with quantities that can be ordered according to their size, often are more interested in unequal magnitudes that are equal. This book provides an introduction to the fascinating world of inequalities beginning with a systematic discussion of the relation 'greater than' and the meaning of 'absolute values' of numbers, and ending with descriptions of some unusual geometries. In the course of the book, the reader will encounter some of the more famous inequalities in mathematics. Starting with the basic order properties of real numbers, this book carries the reader through the classical inequalities of Cauchy, Minkowsky and Hörder with many variants and applications. The concluding chapter points the way to other metrics in the plane and the interrelations between geometry (convexity) and algebra (inequalities).

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