An analogue of Ramanujan’s sum with respect to regular integers (modr)

Author:

Haukkanen Pentti,Tóth László

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference32 articles.

1. Alkam, O., Osba, E.A.: On the regular elements in Z n . Turk. J. Math. 32, 31–39 (2008)

2. Anderson, D.R., Apostol, T.M.: The evaluation of Ramanujan’s sum and generalizations. Duke Math. J. 20, 211–216 (1953)

3. Apostol, T.M.: Arithmetical properties of generalized Ramanujan sums. Pac. J. Math. 41, 281–293 (1972)

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

5. Bundschuh, P., Hsu, L.C., Shiue, P.J.-S.: Generalized Möbius inversion-theoretical and computational aspects. Fibonacci Q. 44, 109–116 (2006)

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1. On r-Regular Integers (mod nr);Symmetry;2022-10-20

2. Some remarks on regular integers modulo n;Filomat;2015

3. Extremal orders of some functions connected to regular integers modulo n;Analele Universitatii "Ovidius" Constanta - Seria Matematica;2013-06-01

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