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Real Analysis(Measure Theory) Richard F Bass
by
Richard
F. Bass
File Type :Online
Number of Pages :418
Description
Nearly every Ph.D. student in mathematics needs to pass a preliminary or qualifying examination in real analysis. The purpose of this book
is to teach the material necessary to pass such an examination. Topics covered
includes: Families of sets, Measurable functions, The Lebesgue integral, Limit
theorems, Properties of Lebesgue integrals, Riemann integrals, Differentiation,
Hilbert spaces, Harmonic functions and Sobolev spaces.
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