Let g be a real-valued multiplicative function defined on the set of pairs of positive integers such that $g(2^{j},2^{k})=g(3^{j},3^{k})=1$ for all non-negative ...
In this note, it is proved the existence of an infinitely generated multiplicative group consisting of entire functions that are, except for the constant function 1, hypercyclic with respect to the ...
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