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Real and Convex Analysis Undergraduate Texts in Mathematics by Erhan Çinlar, Robert J Vanderbei is a nonfiction available to read on EtoBox.

What is Real and Convex Analysis Undergraduate Texts in Mathematics about?

This book is intended to serve as a first course in analysis for scientists andengineers. It can be used either at the advanced undergraduate level or as part ofthe curriculum in a graduate program. We have taught from preliminary drafts of thebook for several years.Thebookis built aroundmetricspaces. Inthe first three chapters,we lay thefoun-dational material. We cover the all-important “four Cs”: convergence, completeness,compactness, and continuity. We have organized the material to be as simple and aslogical as possible.In subsequent chapters, we use the basic tools of analysis to give a brief intro-duction to closely related topics such as differential and integral equations, convexanalysis, and measure theory. The book is short and yet covers in some depth the mostimportantsubjects. We gavecarefulconsiderationto what to includeand what to leaveout. In all such considerations, we asked ourselves whether the material would be ofdirect and immediate use to scientists and engineers. Our philosophy is “if in doubt,do without.”What makes this book different? We pull together some of the foundational ma-terial one might find, for example, in the classic book by Rudin [Rud76] with ma

Who reads Real and Convex Analysis Undergraduate Texts in Mathematics?

It is typically read by self-directed learners exploring a subject in depth.

Common subject areas: history, science, philosophy, social sciences.

Author
Erhan Çinlar, Robert J Vanderbei
Publisher
Springer US
Published
2013
Language
EN
ISBN
9781461452577
Category
nonfiction
Subjects
Mathematics, Lectures, Stem

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