
This textbook offers a concise and thorough introduction to the topic of applied functional analysis. Targeted to graduate students of mathematics, it presents standard topics in a self-contained and accessible manner. Featuring approximately 300 problems sets to aid in understanding the content, this text serves as an ideal resource for independent study or as a textbook for classroom use. With its comprehensive coverage and reader-friendly approach, it is equally beneficial for both students and teachers seeking a detailed and in-depth understanding of the subject matter.
Inhaltsverzeichnis
Chapter 1. Operator Theory. - Chapter 2. Distribution Theory. - Chapter 3. Theory of Sobolev Spaces. - Chapter 4. Elliptic Theory. - Chapter 5. Calculus of Variations.
The book consists of five chapters. . . . Each chapter ends with a list of problems. The text offers a very readable overview of an exciting area at the interface between pure and applied mathematics . . . . On the whole, the main results are well motivated and nicely presented, and the problems serve their purpose . (David Seifert, zbMATH 1561. 46001, 2025)
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