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Some indivisibility properties of generalized left-factorials
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We shall prove certain $p$-indivisibility properties of so-called generalized left-factorials, where $p$ is a prime.
Abstract
We shall prove certain $p$-indivisibility properties of so-called generalized left-factorials, where $p$ is a prime.
참고문헌 (5)
- V. Andreijc, "Searching for a counterexample to Kurepa's conjecture", Mathematics of Computation, 85, pp.3061~3068 (2016)[DOI]
- L. H. Gallardo, "Bell numbers modulo a prime number, traces and trinomials", Electron. J. Combin., 21(4), pp.30~ (2014)
- D. Kurepa, "On the left-factorial function !n", Math. Balkanica, 1, pp.147~153 (1971)
- J.-P. Serre, "A Course in Arithmetic, Grad. Texts in Math. 7" (1973), Springer
- V. Soup, "A Computational Introduction to Number Theory and Algebra" (2009), Cambridge University Press
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