DOIAbstract
AbstractThis paper is a sequel to the previous two in this journal under the same title. We give O- and Ω-theorems for the error term in Theorem 1 of the first paper
AbstractThis paper is a sequel to the previous two in this journal under the same title. We give O- and Ω-theorems for the error term in Theorem 1 of the first paper
AbstractMaking use of an identity of Euler's involving the partition function p(n), Kolberg (Math. S...
AbstractWe study the distribution of binomial and multinomial coefficients in the residue classes mo...
AbstractA setAof non-negative integers is aSidon setif the sumsa+b(a,b∈A,a⩽b) are distinct. Assume t...
AbstractThis note is a sequel to an earlier paper of the same title that appeared in this journal. W...
Let Ω(n) denote the number of prime divisors of n counting multiplicity. One can show that for any p...
Introduction. Let k be a positive integer and F(x, k) denote the number of integers n < x which h...
AbstractWe consider the distribution of the divisors of n among the reduced residue classes (mod k),...
AbstractConsider all the integers not exceeding x with the property that in the system number to bas...
International audienceAbstract As pointed out by Alexandre Bailleul, the paper mentioned in the titl...
In this paper we prove the tauberian type theorem containing the asymptotic series for the Dirichle...
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 ...
AbstractThe distribution of values of the full ranks of marked Durfee symbols is examined in prime a...
We consider a problem of P. Erdős, A. M. Odlyzko and A. Sárkőzy about the representation of residue ...
For a fixed rational number g is not an element of {-1, 0, 1} and integers a and d we consider the s...
AbstractFor a fixed rational number g∉{-1,0,1} and integers a and d we consider the set Ng(a,d) of p...
AbstractMaking use of an identity of Euler's involving the partition function p(n), Kolberg (Math. S...
AbstractWe study the distribution of binomial and multinomial coefficients in the residue classes mo...
AbstractA setAof non-negative integers is aSidon setif the sumsa+b(a,b∈A,a⩽b) are distinct. Assume t...
AbstractThis note is a sequel to an earlier paper of the same title that appeared in this journal. W...
Let Ω(n) denote the number of prime divisors of n counting multiplicity. One can show that for any p...
Introduction. Let k be a positive integer and F(x, k) denote the number of integers n < x which h...
AbstractWe consider the distribution of the divisors of n among the reduced residue classes (mod k),...
AbstractConsider all the integers not exceeding x with the property that in the system number to bas...
International audienceAbstract As pointed out by Alexandre Bailleul, the paper mentioned in the titl...
In this paper we prove the tauberian type theorem containing the asymptotic series for the Dirichle...
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 ...
AbstractThe distribution of values of the full ranks of marked Durfee symbols is examined in prime a...
We consider a problem of P. Erdős, A. M. Odlyzko and A. Sárkőzy about the representation of residue ...
For a fixed rational number g is not an element of {-1, 0, 1} and integers a and d we consider the s...
AbstractFor a fixed rational number g∉{-1,0,1} and integers a and d we consider the set Ng(a,d) of p...
AbstractMaking use of an identity of Euler's involving the partition function p(n), Kolberg (Math. S...
AbstractWe study the distribution of binomial and multinomial coefficients in the residue classes mo...
AbstractA setAof non-negative integers is aSidon setif the sumsa+b(a,b∈A,a⩽b) are distinct. Assume t...
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