
This text provides a course in real analysis, begining with measure theory. It is presumed that readers have a sound basic background in calculus. Topics covered include P-spaces, rearrangement inequalities, sharp integral inequalities, distribution theory, Fourier analysis, potential theory and Sobolev spaces. The text concludes with a chapter on the calculus of variation and includes examples from mathematical physics.
Page Count:
278
Publication Date:
1997-01-01
ISBN-10:
0821806327
ISBN-13:
9780821806326
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