دانلود کتاب Gamma: Exploring Euler's Constant

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Contents\nForeword\nAcknowledgements\nIntroduction\nChapter One. The Logarithmic Cradle\nChapter Two. The Harmonic Series\nChapter Three. Sub-Harmonic Series\nChapter Four. Zeta Functions\nChapter Five. Gamma’s Birthplace\nChapter Six. The Gamma Function\nChapter Seven. Euler’s Wonderful Identity\nChapter Eight. A Promise Fulfilled\nChapter Nine. What Is Gamma . . . Exactly?\nChapter Ten. Gamma as a Decimal\nChapter Eleven. Gamma as a Fraction\nChapter Twelve. Where Is Gamma?\nChapter Thirteen. It’s a Harmonic World\nChapter Fourteen. It’s a Logarithmic World\nChapter Fifteen. Problems with Primes\nChapter Sixteen. The Riemann Initiative\nAppendix A. The Greek Alphabet\nAppendix B. Big Oh Notation\nAppendix C. Taylor Expansions\nAppendix D. Complex Function Theory\nAppendix E. Application to the Zeta Function\nName Index\nSubject Index