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Factorizations of bn [plus or minus symbol] 1, b=2, 3, 5, 6, 7, 10, 11, 12 up to high powers /

Detalles Bibliográficos
Clasificación:Libro Electrónico
Otros Autores: Brillhart, John, 1930-
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Providence, R.I. : American Mathematical Society, 2002.
Edición:3rd ed.
Colección:Contemporary mathematics (American Mathematical Society) ; 22.
Temas:
Acceso en línea:Texto completo
Tabla de Contenidos:
  • ""Table of Contents""; ""I. Introduction to the Short Tables""; ""II. Convenient Short Tables""; ""Short 2â€? : 2n â€? 1, n â?? 352""; ""Short 2+ : 2n + 1, n â?? 352""; ""Short 10â€? : 10n
  • 1, n â?? 142""; ""Short 10+ : 10n + 1, n â??121""; ""III. Introduction to the Main Tables""; ""A. The Cunningham-Woodall Tables and Their Influenceâ€?The Cunningham Project""; ""B. Developments Contributing to the Present Tables""; ""1. Developments in Technology""; ""2. Developments in Factorization""; ""3. Developments in Primality Testing""; ""C. Muitiplicative Structure of bn ± 1""
  • ""1. Algebraic and Primitive Factors""""2. Aurifueillian Factorizations""; ""D. Acknowledgements""; ""E. References""; ""IV. Update to the Introduction for the Second Edition""; ""A. Developments Contributing to the Second Edition""; ""1. Developments in Technology""; ""2. Developments in Factorization""; ""3. Developments in Primality Testing""; ""B. Status of the Project and of Important Factorizations""; ""C. Acknowledgements for ther Second Edition""; ""D. References for the Second Edition""; ""V. How to Use the Main Tables""; ""VI. The Main Tables""; ""2n â€?1 n odd n <1200""
  • ""2n + 1 n odd n <1200""""2n + 1 n = 4k
  • 2 n <2400 L, M""; ""2n + 1 n = 4k n â?? 1200""; ""3n â€?1 n odd n <350""; ""3n + 1 n â?? 350 L, M for n = 6k â€? 3 â?? 597""; ""5n â€?1 n odd n <260 L, M for n =10k â€? 5 â?? 495""; ""5n + 1 n â?? 260""; ""6n â€? 1 n odd n <210""; ""6n + 1 n â?? 210 L, M for n = 12k â€? 6 â?? 414""; ""7n â€? 1 n odd n <210""; ""7n + 1 n â?? 210 L, M for n = 14k â€? 7 â?? 399""; ""10n â€? 1 n odd n <210""; ""10n + 1 n â?? 210 L, M for n = 20k â€? 10 â?? 390""; ""11n â€? 1 n odd n <150""; ""11n + 1 n â?? 150 L, M for n = 22k â€? 11 â?? 297""
  • ""12n â€? 1 n odd n <150""""12n + 1 n â?? 150 L, M for n = 6k â€? 3 â?? 297""; ""VII. Introduction to the Appendices""; ""A. Primes and Probable Primes""; ""B. Primality Proof Summaries""; ""C. Composite Cofactors""; ""Update 2.2 to the Second Edition""