논문
Certain Combinatoric Convolution Sums Involving Divisor Functions Product Formula
- 저자Daeyeoul Kim and Yoon Kyung Park
- 학술지 Taiwanese Journal of Mathematics 18
- 등재유형
- 게재일자(2014)
It is known that certain combinatorial convolution sums involving two divisor functions product formulae of arbitrary level can be explicitly expressed as a linear combination of divisor functions. In this article we deal with cases for certain combinatorial convolution sums involving three, four, six and twelve divisor functions product formula and obtain explicit expressions.
It is known that certain combinatorial convolution sums involving two divisor functions product formulae of arbitrary level can be explicitly expressed as a linear combination of divisor functions. In this article we deal with cases for certain combinatorial convolution sums involving three, four, six and twelve divisor functions product formula and obtain explicit expressions.
