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OALib Journal期刊
ISSN: 2333-9721
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The Generalization of Combination Number

DOI: 10.4236/oalib.1112012, PP. 1-9

Subject Areas: Number Theory, Integral Equation

Keywords: Generalization of Combination Number, Factorial Generalization, Euler Function Generalization

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Abstract

In this paper, the concepts of combination number, factorial and Euler function are generalized, and the concepts of generalized combination number, generalized Euler function and m factorial of n are proposed. Several typical Identities and congruence of generalized combination number are proved, and the calculation formulas of generalized Euler function are derived. Using the m factorial of n, the congruence formula of the modular prime of the original factorial is generalized.

Cite this paper

Zhou, Z. and Zhou, S. (2024). The Generalization of Combination Number. Open Access Library Journal, 11, e2012. doi: http://dx.doi.org/10.4236/oalib.1112012.

References

[1]  Sun, Z.H. (2003) Number and Series. Science Press, 90.
[2]  Ke, Z. and Sun, Q. (2001) Lecture Notes on Number. Educa-tion Press, 53.
[3]  Ji, J. (2013) Number Theory and Application. Tsinghua University Press, 47.

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