Author's: Noureddine Daili
Pages: [127] - [138]
Received Date: December 23, 2014
Submitted by:
In this paper, we introduce a density in number theory for the
classical geometric law of probability. We prove some results on Abel
density. In the other words, we make a generalization of a process of
iterations for subsets E of to positive arithmetical functions. We
introduce the Abel density. Then, we study this density for the
positive arithmetical functions and the subsets. Some applications are
given.
probabilistic number theory, Abel density, number theory.