A simple extension of Ramanujan–Serre derivative map and some applications

Author:

Ramakrishnan B.ORCID,Sahu Brundaban,Singh Anup Kumar

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference41 articles.

1. Alaca, A., Alaca, S., Ntienjem, E.: The convolution sum $$\sum _{al+bm=n} (l) (m)$$ for $$(a, b) = (1,28), (4,7), (1,14), (2,7), (1,7)$$. Kyungpook Math. J. 59(3), 377–389 (2019)

2. Alaca, A., Alaca, S., Williams, K.S.: Evaluation of the convolution sums $$\sum _{l+12m=n} (l) (m)$$ and $$\sum _{3l+4m=n} (l) (m)$$. Adv. Theor. Appl. Math. 1(1), 27–48 (2006)

3. Alaca, A., Alaca, S., Williams, K.S.: Evaluation of the convolution sums $$\sum _{l+18m=n} (l) (m)$$ and $$\sum _{2l+9m=n} (l) (m)$$. Int. Math. Forum 2(1–4), 45–68 (2007)

4. Alaca, A., Alaca, S., Williams, K.S.: Evaluation of the convolution sums $$\sum _{l+24m=n} (l) (m)$$ and $$\sum _{3l+8m=n} (l) (m)$$. Math. J. Okayama Univ. 49, 93–111 (2007)

5. Alaca, A., Alaca, S., Williams, K.S.: The convolution sum $$\sum _{m

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1. Explicit evaluation of triple convolution sums of the divisor functions;International Journal of Number Theory;2024-04-27

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