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Theory and Problems of Real Variables
Theory and Problems of Real Variables by Murray R. Spiegel offers a comprehensive guide to the fundamental concepts of real analysis, focusing on the rigorous exploration of functions of real variables. Designed for students and professionals, the book provides in-depth explanations of topics such as continuity, limits, differentiation, and integration, while emphasizing both theoretical foundations and practical problem-solving techniques. Each chapter is equipped with numerous solved problems and exercises, allowing readers to reinforce their understanding and apply mathematical principles to real-world scenarios. The book also includes advanced topics such as Lebesgue integration and Fourier series, catering to those seeking a deeper understanding of mathematical analysis. Spiegel’s clear and concise approach makes this work an invaluable resource for both classroom learning and independent study in real analysis.
| B000178.1 | 515.35 SPI s | My Library (Rak Matematika) | Tersedia |
| B000178.2 | MUR t | My Library (Rak Matematika) | Tersedia |
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