Über den Autor
Houshang H. Sohrab is a Professor of Mathematics at Towson University.
Preface.- Set Theory.- Sequences and Series of Real Numbers.- Limits of Functions.- Topology of R and Continuity.- Metric Spaces.- The Derivative.- The Riemann Integral.- Sequences and Series of Functions.- Normed and Function Spaces.- The Lebesgue Integral.- Lebesgue Measure.- General Measure and Probability.- Appendix A: Construction of Real Numbers.- References.- Index.
The second edition includes three expanded chapters, additional problems, and an application to fixed-point theory
New solutions manual available to instructors upon request
Elegant proofs and excellent choice of topics
Numerous examples and exercises to enforce methodology; exercises integrated into the main text, as well as at the end of each chapter
Special topics on Banach and Hilbert spaces and Fourier series, often not included in many courses on real analysis
Solid preparation for deeper study of functional analysis