DOIAbstract
AbstractIn this paper we prove (in a rather more precise form) two conjectures of P. Erdös about the maximum and minimum values of the divisor function on intervals of length k
AbstractIn this paper we prove (in a rather more precise form) two conjectures of P. Erdös about the maximum and minimum values of the divisor function on intervals of length k
In this paper we consider an analogue of the problem of Erdos and Woods for arithmetic progressions....
For a positive integer n we let τ(n) denote the number of its positive divisors. In this paper, we o...
International audienceWe prove that the divisor function d(n) counting the number of divisors of the...
AbstractIn this paper we prove (in a rather more precise form) two conjectures of P. Erdös about the...
© 2016, Hebrew University of Jerusalem. We investigate the behavior of the divisor function in both ...
In this paper, we considered two generalisations of the classical Titchmarsh divisor problem: friabl...
In this paper we study the symmetry of the divisor function in almost all short intervals. We use th...
Let T(n) denote the product of divisors of the positive integer n. We introduce and study some basic...
In this paper we sharpen Hildebrand’s earlier result on a conjecture of Erdos on limit points of t...
We give certain optimal inequalities for the divisor function. Such inequalities are useful in estim...
International audienceIn this paper, we shall establish a rather general asymptotic formula in short...
Abstract. Let!.n / denote the number of prime divisors of n and let˜.n / denote the number of prime ...
In this paper we completely solve two questions concerning the divisor function and the pseudo - Sma...
This thesis gives some order estimates and asymptotic formulae associated with general classes of no...
International audienceIn this paper we study several divisor problems related to the Epstein zeta-fu...
In this paper we consider an analogue of the problem of Erdos and Woods for arithmetic progressions....
For a positive integer n we let τ(n) denote the number of its positive divisors. In this paper, we o...
International audienceWe prove that the divisor function d(n) counting the number of divisors of the...
AbstractIn this paper we prove (in a rather more precise form) two conjectures of P. Erdös about the...
© 2016, Hebrew University of Jerusalem. We investigate the behavior of the divisor function in both ...
In this paper, we considered two generalisations of the classical Titchmarsh divisor problem: friabl...
In this paper we study the symmetry of the divisor function in almost all short intervals. We use th...
Let T(n) denote the product of divisors of the positive integer n. We introduce and study some basic...
In this paper we sharpen Hildebrand’s earlier result on a conjecture of Erdos on limit points of t...
We give certain optimal inequalities for the divisor function. Such inequalities are useful in estim...
International audienceIn this paper, we shall establish a rather general asymptotic formula in short...
Abstract. Let!.n / denote the number of prime divisors of n and let˜.n / denote the number of prime ...
In this paper we completely solve two questions concerning the divisor function and the pseudo - Sma...
This thesis gives some order estimates and asymptotic formulae associated with general classes of no...
International audienceIn this paper we study several divisor problems related to the Epstein zeta-fu...
In this paper we consider an analogue of the problem of Erdos and Woods for arithmetic progressions....
For a positive integer n we let τ(n) denote the number of its positive divisors. In this paper, we o...
International audienceWe prove that the divisor function d(n) counting the number of divisors of the...
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