The main result of this paper is a criterion for irrational sequences which consist of rational numbers for which the corresponding convergent series does not converge very fast
AbstractLet ξ be a real irrational number, and φ be a function (satisfying some assumptions). In thi...
This paper deals with a sufficient condition for the infinite product of rational numbers to be an ...
We obtain rather good irrationality measures for numbers related to some $q$-basic hypergeometric se...
The main result of this paper is a criterion for irrational sequences which consist of rational numb...
AbstractWe present the criterion for irrationality of the sequence to {an/bn}n = 1, where {an}∞n = 1...
We generalize a previous result due to Badea relating to the irrationality of some quick convergent ...
The main results of this paper give several criteria for certain infinite series of rational numbers...
Abstract. We say that the series of general term un = 0 is fast converging if log |un | ≤ c2n for ...
The thesis deals with the irrationality, irrational sequences, linearly independent sums of series a...
Abstract. The new concept of an irrationality measure of sequences is introduced in this paper by me...
The main purpose of this paper is to prove an irrationality criterion involving recurring sequences....
The paper deals with lower estimates for the irrationality measure of the sum of a special series. T...
have proved the irrationality of L-,-. n=l n. The author of this note [5] showed that this is a cons...
1. Let Sen) be the Smarandache function. In paper [1] it is proved the irrationality of i S(7). We n...
In 1978, Apéry [2] proved the irrationality of ζ(3) by constructing two explicit sequences of integ...
AbstractLet ξ be a real irrational number, and φ be a function (satisfying some assumptions). In thi...
This paper deals with a sufficient condition for the infinite product of rational numbers to be an ...
We obtain rather good irrationality measures for numbers related to some $q$-basic hypergeometric se...
The main result of this paper is a criterion for irrational sequences which consist of rational numb...
AbstractWe present the criterion for irrationality of the sequence to {an/bn}n = 1, where {an}∞n = 1...
We generalize a previous result due to Badea relating to the irrationality of some quick convergent ...
The main results of this paper give several criteria for certain infinite series of rational numbers...
Abstract. We say that the series of general term un = 0 is fast converging if log |un | ≤ c2n for ...
The thesis deals with the irrationality, irrational sequences, linearly independent sums of series a...
Abstract. The new concept of an irrationality measure of sequences is introduced in this paper by me...
The main purpose of this paper is to prove an irrationality criterion involving recurring sequences....
The paper deals with lower estimates for the irrationality measure of the sum of a special series. T...
have proved the irrationality of L-,-. n=l n. The author of this note [5] showed that this is a cons...
1. Let Sen) be the Smarandache function. In paper [1] it is proved the irrationality of i S(7). We n...
In 1978, Apéry [2] proved the irrationality of ζ(3) by constructing two explicit sequences of integ...
AbstractLet ξ be a real irrational number, and φ be a function (satisfying some assumptions). In thi...
This paper deals with a sufficient condition for the infinite product of rational numbers to be an ...
We obtain rather good irrationality measures for numbers related to some $q$-basic hypergeometric se...
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