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Foreword (by George Andrews) |
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Preface |
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Part I: Ramanujan and other mathematical luminaries |
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Chapter 1: Ramanujan - an estimation |
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Chapter 2: Ramanujan - the second century |
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Chapter 3: L. J. Rogers - a contemporary of Ramanujan |
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Chapter 4: P. A. MacMahon - Ramanujan's distinguished contemporary |
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Chapter 5: Fermat and Ramanujan - a comparison |
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Chapter 6: J. J. Sylvester - Ramanujan's illustrious predecessor |
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Chapter 7: Erdos and Ramanujan - legends of twentieth century mathematics |
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Chapter 8: C. G. J. Jacobi - algorist par-excellence |
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Chapter 9: Evariste Galois - founder of group theory |
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Chapter 10: Leonhard Euler - most prolific mathematician in history |
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Chapter 11: G. H. Hardy - Ramanujan's mentor |
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Chapter 12: J. E. Littlewood - Ramanujan's contemporary and Hardy's collaborator |
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Chapter 13: Neils Henrik Abel - Norwegian mathematical genius |
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Chapter 14: Issai Schur - Ramanujan's German contemporary |
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Chapter 15: Robert Rankin - Scottish link with Ramanujan |
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Part II: On some aspects of Ramanujan's mathematics |
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Chapter 16: Ramanujan and pi |
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Chapter 17: Ramanujan and partitions |
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Chapter 18: Major progress on a problem of Ramanujan |
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Part III: Reviews |
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Chapter 19: Review of “Srinivasa Ramanujan: The Lost Notebook and other unpublished papers” |
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Chapter 20: Review of “The man who knew infinity - book by Robert Kanigel” |
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Chapter 21: Review of “Ramanujan: Letters and Commentary - book by Bruce Berndt and Robert Rankin” |
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Chapter 22: Review of “Ramanujan: Essays and Surveys - book by Bruce Berndt and Robert Rankin” |
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Chapter 23: Review of “Partitions - a play on Ramanujan” |
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Part IV: Preserving Ramanujan's legacy |
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Chapter 24: The Ramanujan Journal - its conception, need and place |
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Chapter 25: A pilgrimage to Ramanujan's hometown |
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Chapter 26: The first SASTRA Ramanujan prizes |
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Chapter 27: Ramanujan's growing influence |
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Index |
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Foreword (by George Andrews) |
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Preface |
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Part I: Ramanujan and other mathematical luminaries |
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ＥＢ
