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math.NT2007
An order result for the exponential divisor function
László Tóth
The integer is called an exponential divisor of if for every . Let denote…
math.NT2006★ 2 cited
On a class of arithmetic convolutions involving arbitrary sets of integers
László Tóth
Let be positive integers and be an arbitrary set of positive integers. We say that is an -divisor of if and gcd . Consider the -convolut…
math.NT2006★ 9 cited
The maximal order of a class of multiplicative arithmetical functions
László Tóth, Eduard Wirsing
We prove simple theorems concerning the maximal order of a large class of multiplicative functions. As an application, we determine the maximal orders of certain functions of the t…