DOIAbstract
An asymptotic formula for variance of tuples of k-free numbers in arithmetic progression
An asymptotic formula for variance of tuples of k-free numbers in arithmetic progression
A result of Barban-Vehov (and independently Motohashi) gives an estimate for the mean square of a se...
Abstract. For a fixed number field K, we consider the mean square error in estimating the number of ...
n this note, we find the asymptotic main term of the variance of the number of roots of Kostlan–Shub...
In this paper we obtain an improved asymptotic formula on the frequency of k-free numbers with a giv...
AbstractIn this paper we obtain an improved asymptotic formula on the frequency of k-free numbers wi...
We give a new upper bound of Barban-Davenport-Halberstam type for twins of k-free numbers in arithme...
ABSTRAOT. The 'main purpose of this paper is to study the distribution properties of k-power fr...
The main purpose of this paper is to study the distributive properties of k + 1-power free numbers, ...
Abstract The main purpose of this paper is to study the distribution properties of the k-power free ...
Abstract The main purpose of this paper is to study the distributive properties of k + 1-power free ...
investigate the error term of the asymptotic formula for the number of squarefree integers up to som...
Abstract. We apply a method of Davenport to improve several estimates for slim exceptional sets asso...
The main purpose of this paper is to study the number of the square-free number sequence, and give t...
Abstract Let Fk denotes the set of k-free number. For any positive integers l ≥ 2, we define a numbe...
We obtain an explicit formula for the variance of the number of $k$-peaks ina uniformly random permu...
A result of Barban-Vehov (and independently Motohashi) gives an estimate for the mean square of a se...
Abstract. For a fixed number field K, we consider the mean square error in estimating the number of ...
n this note, we find the asymptotic main term of the variance of the number of roots of Kostlan–Shub...
In this paper we obtain an improved asymptotic formula on the frequency of k-free numbers with a giv...
AbstractIn this paper we obtain an improved asymptotic formula on the frequency of k-free numbers wi...
We give a new upper bound of Barban-Davenport-Halberstam type for twins of k-free numbers in arithme...
ABSTRAOT. The 'main purpose of this paper is to study the distribution properties of k-power fr...
The main purpose of this paper is to study the distributive properties of k + 1-power free numbers, ...
Abstract The main purpose of this paper is to study the distribution properties of the k-power free ...
Abstract The main purpose of this paper is to study the distributive properties of k + 1-power free ...
investigate the error term of the asymptotic formula for the number of squarefree integers up to som...
Abstract. We apply a method of Davenport to improve several estimates for slim exceptional sets asso...
The main purpose of this paper is to study the number of the square-free number sequence, and give t...
Abstract Let Fk denotes the set of k-free number. For any positive integers l ≥ 2, we define a numbe...
We obtain an explicit formula for the variance of the number of $k$-peaks ina uniformly random permu...
A result of Barban-Vehov (and independently Motohashi) gives an estimate for the mean square of a se...
Abstract. For a fixed number field K, we consider the mean square error in estimating the number of ...
n this note, we find the asymptotic main term of the variance of the number of roots of Kostlan–Shub...
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