Another generalization of the gcd-sum function

Author:

Tóth László

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference16 articles.

1. Apostol T.M.: Introduction to Analytic Number Theory. Springer, Berlin (1976)

2. Chen, S.; Zhai, W.: Reciprocals of the gcd-sum functions. J. Integer. Seq. 14, Article 11.8.3 (2011)

3. Chidambaraswamy J., Sitaramachandrarao R.: Asymptotic results for a class of arithmetical functions. Monatsh. Math. 99, 19–27 (1985)

4. de Koninck, J.-M.; Kátai, I.: Some remarks on a paper of L. Toth. J. Integer Seq. 13, Article 10.1.2 (2010)

5. Ivić, A.; Krätzel, E.; Kühleitner, M.; Nowak, W.G.: Lattice Points in Large Regions and Related Arithmetic Functions: Recent Developments in a Very Classic Topic. Elementare und Analytische Zahlentheorie. Schr. Wiss. Ges. Johann Wolfgang Goethe Univ. Frankfurt am Main., vol. 20, pp. 89–128. Franz Steiner Verlag Stuttgart, Stuttgart (2006)

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