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Functional Inequalities

Un libro in lingua di Nassif Ghoussoub Amir Moradifam edito da Amer Mathematical Society, 2013

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Most functional inequalities are not merely the byproduct of ingenious guess work by a few wizard mathematicians, say Ghoussoub (mathematics, U. of British Columbia) and Moradifam (applied mathematics, Columbia U., New York City), but are often manifestations of natural mathematical structures and physical phenomena. They show how this point of view leads to systematic approaches to proving, understanding, and improving the most basic functional inequalities, and also to devising new ones at will or on demand. They cover Hardy and Hardy-Rellich types of inequalities, Hardy inequalities for general elliptic operators, Hardy-Rellich-Sobolev inqualities, and Aubin-Moser-Onofri inequalities. There is no index. Annotation ©2013 Book News, Inc., Portland, OR (booknews.com)

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