On an algorithm which produces the g.c.d. of a set of n (n>2) integers in a simultaneous manner.
On an extension of Kronecker's function
On certain arithmetic functions involving the greatest common divisor
The paper deals with asymptotics for a class of arithmetic functions which describe the value distribution of the greatest-common-divisor function. Typically, they are generated by a Dirichlet series whose analytic behavior is determined by the factor ζ2(s)ζ(2s − 1). Furthermore, multivariate generalizations are considered.
On divisibility of some power sums.
On exceptions to Szegedy's theorem
On -thin sets
On happy factorizations.
On K-Stage Euclidean algorithms for Galois extensions of Q.
On multiplicatively e-perfect numbers.
On prime factors of sums of integers I
On prime factors of sums of integers III
On sets S.
On some extensions of Jordan's arithmetic functions.
On the degree of regularity of generalized van der Waerden triples.
On the diameter of sets of almost powers
On the Exponent Average of Integer Sequences.
On the integers for which holds
On the least common multiple of Lucas subsequences
We compare the growth of the least common multiple of the numbers and , where is a Lucas sequence and is some sequence of positive integers.
On the multiplicative order of modulo .
On the power-free parts of consecutive integers