Combinatorial aspects of the generalized Euler's totient

Publisher(s)
Scopus
University of the Thai Chamber of Commerce
Date Issued
2010
Author(s)
Other Contributor(s)
University of the Thai Chamber of Commerce. Research Support Office
Abstract
A generalized Euler's totient is defined as a Dirichlet convolution of a power function and a product of the SouriauHsuMbius function with a completely multiplicative function. Two combinatorial aspects of the generalized Euler's totient, namely, its connections to other totients and its relations with counting formulae, are investigated.
Subject(s)
Mathematics (General)
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Rights Holder(s)
University of the Thai Chamber of Commerce
Bibliographic Citation
N. Pabhapote, V. Laohakosol (2010) Combinatorial aspects of the generalized Euler's totient. International Journal of Mathematics and Mathematical Sciences.
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