Murray H. Protter Knihy

Designed for a concise one-semester course, this volume offers a clear and accessible introduction to real analysis, catering to mathematics and science students. Key topics include the real number system, foundational calculus theories, metric space topology, and infinite series. The author emphasizes detailed proofs of essential theorems on limits, ensuring a thorough understanding. With over 45 illustrative figures and numerous examples, the text aims to simplify complex concepts while maintaining academic rigor.

Focusing on the core principles of second-order partial differential equations and systems, this self-contained text offers a comprehensive exploration of Maximum Principles. It not only lays the groundwork for understanding these principles but also presents a range of practical applications, making it an essential resource for students and professionals in the field.