논문
A Study of Approximate Normal Distribution Derived from Combinatoric Convolution Sums of Divisor Functions
- 저자Daeyeoul Kim, Kwangchul Lee and Gyeong-Sig Seo
- 학술지Filomat 30(7)
- 등재유형
- 게재일자(2016)
In this paper, we consider the relations between Bernoulli polynomials, Legendre polynomials and combinatoric convolution sums of divisor functions. In addition, we give examples of approximate normal distribution derived from combinatoric convolution sums of divisor functions.
In this paper, we consider the relations between Bernoulli polynomials, Legendre polynomials and combinatoric convolution sums of divisor functions. In addition, we give examples of approximate normal distribution derived from combinatoric convolution sums of divisor functions.
