From Real to Complex Analysis (Springer Undergraduate Mathematics Series)
From Real to Complex Analysis guides undergraduate students through the fundamentals of real analysis and into the realm of complex analysis. Authored by R. H. Dyer and D. E. Edmunds, this Springer series entry offers a methodical approach with clear explanations and proofs, bridging essential mathematical concepts for aspiring mathematicians.
About This Book
This book, part of the Springer Undergraduate Mathematics Series, is authored by R. H. Dyer and D. E. Edmunds. It provides a comprehensive transition from real analysis to complex analysis, designed for undergraduate students.
The text covers essential concepts in real analysis as a foundation before delving into complex analysis, ensuring readers build a solid understanding step by step.
Aimed at mathematics majors, it emphasizes rigorous proofs and examples to support learning in these interconnected fields.
With its series placement, the book aligns with standard undergraduate curricula, making it a valuable resource for coursework and self-study.
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