Add to ORKGWhile a different topic was investigated, it became necessary to know asymptotic values of products of the form [Formula Matemática]
Let ƒn denote the sum of the divisors of the positive integer n and ƒ (n - a), a \u3c n. similarly d...
AbstractAsymptotic results, similar to those of Roth and Szekeres, are obtained for certain partitio...
AbstractLet A be an infinite sequence of positive integers a1 < a2 <… and put fA(x) = Σa∈A, a≤x(1a),...
While a different topic was investigated, it became necessary to know asymptotic values of products ...
AbstractLet k be an integer ≥ 1 and let l be an integer such that 1 ≤ l ≤ k, (l,k) = 1. An asymptoti...
The main subject of the present paper is to define the four algebraic operations - additions, subtra...
AbstractLet {an}n = 0∞ be an integer sequence defined by the non-degenerate binary linear recurrence...
In 1962, Rosser and Schoenfeld asked whether there were infinitely many natural numbers n for which ...
Abstract–We explore the applications of the Euler–Maclaurin formula in analyzing functions expressed...
Subject to the Riemann hypothesis for Dirichlet L-functions an asymptotic formula is obtained for th...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
AbstractWe study properties of the polynomials φk(X) which appear in the formal development Πk − 0n ...
AbstractFor certain properties P of groups, by using earlier characterizing results of G. Pazderski,...
This thesis gives some asymptotic formulae associated with some non-negative multiplicative function...
AbstractFor a > 0 let ψa(x, y) = ΣaΩ(n), the sum taken over all n, 1 ≤ n ≤ x such that if p is prime...
Let ƒn denote the sum of the divisors of the positive integer n and ƒ (n - a), a \u3c n. similarly d...
AbstractAsymptotic results, similar to those of Roth and Szekeres, are obtained for certain partitio...
AbstractLet A be an infinite sequence of positive integers a1 < a2 <… and put fA(x) = Σa∈A, a≤x(1a),...
While a different topic was investigated, it became necessary to know asymptotic values of products ...
AbstractLet k be an integer ≥ 1 and let l be an integer such that 1 ≤ l ≤ k, (l,k) = 1. An asymptoti...
The main subject of the present paper is to define the four algebraic operations - additions, subtra...
AbstractLet {an}n = 0∞ be an integer sequence defined by the non-degenerate binary linear recurrence...
In 1962, Rosser and Schoenfeld asked whether there were infinitely many natural numbers n for which ...
Abstract–We explore the applications of the Euler–Maclaurin formula in analyzing functions expressed...
Subject to the Riemann hypothesis for Dirichlet L-functions an asymptotic formula is obtained for th...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
AbstractWe study properties of the polynomials φk(X) which appear in the formal development Πk − 0n ...
AbstractFor certain properties P of groups, by using earlier characterizing results of G. Pazderski,...
This thesis gives some asymptotic formulae associated with some non-negative multiplicative function...
AbstractFor a > 0 let ψa(x, y) = ΣaΩ(n), the sum taken over all n, 1 ≤ n ≤ x such that if p is prime...
Let ƒn denote the sum of the divisors of the positive integer n and ƒ (n - a), a \u3c n. similarly d...
AbstractAsymptotic results, similar to those of Roth and Szekeres, are obtained for certain partitio...
AbstractLet A be an infinite sequence of positive integers a1 < a2 <… and put fA(x) = Σa∈A, a≤x(1a),...