DOIAbstract
AbstractThis note is a sequel to an earlier paper of the same title that appeared in this journal. We consider the distribution of divisors of integers having a fixed number of prime factors
AbstractThis note is a sequel to an earlier paper of the same title that appeared in this journal. We consider the distribution of divisors of integers having a fixed number of prime factors
We show that the fractional parts of the ratios n/ω(n), n/aω(n), n/τ(n) and n/aτ(n), where a ≥ 2 is ...
Abstract. In this article, we shall study a problem of the following nature. Given a natural number ...
For a fixed rational number g is not an element of {-1, 0, 1} and integers a and d we consider the s...
AbstractThis paper is a sequel to the previous two in this journal under the same title. We give O- ...
Introduction. Let k be a positive integer and F(x, k) denote the number of integers n < x which h...
Let Ω(n) denote the number of prime divisors of n counting multiplicity. One can show that for any p...
AbstractWe consider the distribution of the divisors of n among the reduced residue classes (mod k),...
AbstractThis note is a sequel to an earlier paper of the same title that appeared in this journal. W...
We prove that any set of integers A [1; x] with jAj (log x)r lies in at least A(p) p r r+1 many ...
AbstractConsider all the integers not exceeding x with the property that in the system number to bas...
AbstractWe study the distribution of binomial and multinomial coefficients in the residue classes mo...
AbstractFor every odd prime P > 2, denote by R(P), the multiplicative group of the residue classes (...
AbstractThe distribution of values of the full ranks of marked Durfee symbols is examined in prime a...
International audienceAbstract We generalize current known distribution results on Shanks–Rényi prim...
The distribution of binomial coecients in residue classes modulo prime powers and with respect to th...
We show that the fractional parts of the ratios n/ω(n), n/aω(n), n/τ(n) and n/aτ(n), where a ≥ 2 is ...
Abstract. In this article, we shall study a problem of the following nature. Given a natural number ...
For a fixed rational number g is not an element of {-1, 0, 1} and integers a and d we consider the s...
AbstractThis paper is a sequel to the previous two in this journal under the same title. We give O- ...
Introduction. Let k be a positive integer and F(x, k) denote the number of integers n < x which h...
Let Ω(n) denote the number of prime divisors of n counting multiplicity. One can show that for any p...
AbstractWe consider the distribution of the divisors of n among the reduced residue classes (mod k),...
AbstractThis note is a sequel to an earlier paper of the same title that appeared in this journal. W...
We prove that any set of integers A [1; x] with jAj (log x)r lies in at least A(p) p r r+1 many ...
AbstractConsider all the integers not exceeding x with the property that in the system number to bas...
AbstractWe study the distribution of binomial and multinomial coefficients in the residue classes mo...
AbstractFor every odd prime P > 2, denote by R(P), the multiplicative group of the residue classes (...
AbstractThe distribution of values of the full ranks of marked Durfee symbols is examined in prime a...
International audienceAbstract We generalize current known distribution results on Shanks–Rényi prim...
The distribution of binomial coecients in residue classes modulo prime powers and with respect to th...
We show that the fractional parts of the ratios n/ω(n), n/aω(n), n/τ(n) and n/aτ(n), where a ≥ 2 is ...
Abstract. In this article, we shall study a problem of the following nature. Given a natural number ...
For a fixed rational number g is not an element of {-1, 0, 1} and integers a and d we consider the s...
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