Distribution of terms of a logarithmic sequence.
Logarithmic density of a sequence of integers and density of its ratio set
In the paper sufficient conditions for the -density of a set of positive integers in terms of logarithmic densities are given. They differ substantially from those derived previously in terms of asymptotic densities.
Asymptotic density of A⊂ ℕ and density of the ratio set R(A)
Corrigendum to Theorem 5 of the paper "Asymptotic density of A ⊂ ℕ and density of the ratio set R(A) (Acta Arith. 87 (1998), 67-78)
On completely dense sequences
On asymptotic behaviour of universal fuzzy measures
The asymptotic behaviour of universal fuzzy measures is investigated in the present paper. For each universal fuzzy measure a class of fuzzy measures preserving some natural properties is defined by means of convergence with respect to ultrafilters.
On a typical property of functions
Dispersion of ratio block sequences and asymptotic density
On some properties of dispersion of block sequences of positive integers
Remarks on the -density of sets of numbers. II
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