Real and Complex Analysis

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Focusing on measure theory and Lebesgue measure, this volume introduces key concepts like the Riesz representation theorem and essential theorems in real and complex analysis. Aimed at undergraduate mathematics and engineering students, it provides a rigorous exploration of exponential and measurable functions, Borel and Lebesgue measures, and the Fubini theorem, among others. The book is structured into three chapters and includes extensive exercises with solutions, making it a comprehensive resource for foundational analysis with minimal prerequisites.