rigorous and comprehensive textbook designed to provide students with a solid foundation in the theory and techniques of real analysis. Written by experienced mathematicians, this book offers a clear and accessible introduction to the fundamental concepts of real analysis and their applications.
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calculus real numbers sequences limits continuity differentiation integration series convergence metric spaces topology compactness connectedness uniform continuity differentiable functions riemann in
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Mithibai College
USMAAS204
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A BASIC COURSE IN
REAL
ANALYSIS
AJIT KUMAR
S. KUMARESAN
12/6/13 9:08 AM
,A BASIC COURSE IN
REAL
ANALYSIS
,
, A BASIC COURSE IN
REAL
ANALYSIS
AJIT KUMAR
S. KUMARESAN
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