Two arithmetic functions and asymptotic densities of related sets
The number of k-ary divisors of a generalized integer
The Number of k-ary Divisors of an Integer.
On the functional equation S(m, n)F[n/(m, n9] = F(n)h[n/(m, n)].
Note on the functional equation. (Short Communication).
Extensions of Dedekind's ...-Function.
Super Perfect Numbers.
New Inversion Properties of ... and ...*.
Semi-k-free Integers.
There is no Odd Super Perfect Number of the Form p2... .
A property of the Unitary Analogue of Ramanujan's Sum.
Correction to the paper "The divisor problem for (k, r)-integers. II".
The divisor problem for (k, r)-integers. II.
A remark on uniform 0-estimate for k-free integers.
Uniform O-estimate for k-free integers.
Sums of the divisor and unitary divisor functions.
The number of k-ary, (k + 1)-free divisors of an integer.
The number of k-free divisors of an integer. II.
On an Asymptotic Formula of Ramanujan.
Correction to the paper "The number of k-free and k-ary divisors of m which are prime to n".
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