Analysis

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» Advanced Calculus and Analysis - Lecture notes from the University of Aberdeen for a first course in Analysis.
» An Introduction to the Gauge Integral - Discusses the properties of an alternative integration theory, and its relationship with the Riemann and Lebesgue integrals.
» Companion Notes for Rudin's "Principles of Mathematical Analysis" - Notes to meant to accompany Rudin's "Principles of Mathematical Analysis." Detailed enough for self-study, with or without the book.
» Computability and Complexity in Analysis Network - CCA Net aims to provide a central location for collecting information useful to researchers working in the field.
» Constructive Approximation Open Problems - Research problems section of the journal, edited by Peter Borwein, Albert Cohen, Ingrid Daubechies and Vilmos Totik. Includes problem statement (PostScript) and discussion.
» Favorite Unsolved Problems - Alexandre Eremenko (Purdue University). Mainly in analysis.
» Front for the Mathematics ArXiv - Classical Analysis papers and preprints available in pdf, ps, and abs formats from UC Davis.
» Handbook of Analysis and its Foundations (HAF) - Eric Schechter (AP, 1996) available in printed and CR-ROM editions. Preface, table of contents and other excerpts.
» Harmonic Analysis - Maintained by Terence Tao, UCLA. Lists events, personal pages, preprints, research groups, other links.
» Measure Theory - D.H.Fremlin (Aug. 2001), University of Essex. Includes table of contents.
» Open Problems in Linear Analysis and Probability - Problems taken from workshop lectures given at Texas A&M University.
» Some Unsolved Problems - Mainly in analysis. By Jörg Winkelmann.
» The International Society for Analysis, its Applications and Computation (ISAAC) - Established in 1994 to promote and advance analysis, its applications, and its interaction with computation. Meetings, lists.
» Theorie der Abel'schen Functionen - Available for download in pdf, and dvi.
» Unsolved Problems in Function Theory - Notes by Alexandre Eremenko.
» Working Group on Generalized Convexity - An interdisciplinary group of scholars from operations research, economics, engineering, applied sciences, mathematics, statistics, among others, with an interest in generalizations of the classical concept of a convex function.