This book is designed for students pursuing undergraduate studies in mathematics or disciplines like physics, economics, and engineering where formal mathematics is important. The author has blended geometric intuition and algorithmic thinking with formal proofs, providing a bridge from school calculus to university analysis.
This book is designed for students pursuing undergraduate studies in mathematics or disciplines like physics, economics, and engineering where formal mathematics is important. The author has blended geometric intuition and algorithmic thinking with formal proofs, providing a bridge from school calculus to university analysis.
Amber Habib is a Professor of Mathematics at Shiv Nadar University (SNU), India. In the past, he was associated with St. Stephen's College in Delhi. His research interests include the representation theory of Lie groups and algebras and mathematical finance. He has contributed to curriculum development at universities such as SNU, Delhi NCR, the Indira Gandhi National Open University, and Ambedkar University, Delhi. He is also the author of The Calculus of Finance and A Bridge to Mathematics.
Inhaltsangabe
Introduction 1. Real Numbers and Functions 2. Integration 3. Limits and Continuity 4. Differentiation 5. Techniques of Integration 6. Mean Value Theorems and Applications 7. Sequences and Series 8. Taylor and Fourier Series A. Solutions to Odd-Numbered Exercises Bibliography Index.
Introduction 1. Real Numbers and Functions 2. Integration 3. Limits and Continuity 4. Differentiation 5. Techniques of Integration 6. Mean Value Theorems and Applications 7. Sequences and Series 8. Taylor and Fourier Series A. Solutions to Odd-Numbered Exercises Bibliography Index.
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