Open Access
Subscription Access
A Generalization of Wolstenholme's Theorem
A generalization of Wolstenholme's Theorem is given.
Keywords
Wolstenholme's Theorem, Prime Number, Residue
User
Information
- Bayat MA (1997) Generalization of Wolstenholme’s Theorem, Amer. Math. Monthly. pp: 557-560.
- Chen Keyin (2005) Another equivalent form of Theorem Wolstenholme. Math. in Practice & Theory.3, 71-74.
- Hardy GH and Wright EM (1960) An introduction to the Number theory.4th ed, Oxford Univ.Press, London. pp:156-157.
- Hong Shaofang (2007) A Generalization of Wolstenholme’s Theorem. J. South China Normal Univ. 2, 24-28.
- Hua Luogen (1979) Introduction to Number Theory. Sci. Press, Beijing, China. pp:187-189.
- Ke shao, Sun qi (2001) Number theory lecture notes. Higher Edu. Press, Beijing, China. 2, 230-241.
- Sun qi & Hong shaofang (1999) p-adic proof and Generalization of Wolstenholme’s Theorem. J. Sichuan Uni. 5, 840-844.
- Zeng denggao (2004) A Generalization of Wolstenholme’s Theorem, Math. in Practice &Theory. 3, 89-91.
- Zhang shushing (1989) A Generalization of number theory theorem, Math. in Practice &Theory. 1, 86-89.
Abstract Views: 473
PDF Views: 103