The main results of this paper give several criteria for certain infinite series of rational numbers to be irrational, transcendental or Liouville. Criteria are based on specific reccurence relations. Several examples are included.Web of Science66481080
This paper deals with a sufficient condition for the infinite product of rational numbers to be an ...
This paper is centered around proving the irrationality of some common known real numbers. For sever...
In this diploma thesis we first present real numbers and the two divisions of the set of real number...
We give an overview of our formalizations in the proof assistant Isabelle/HOL of certain irrationali...
This survey paper presents some old and new results in Diophantine approximations. Some of these res...
We give an overview of our formalizations in the proof assistant Isabelle/HOL of certain irrationali...
The thesis deals with the irrationality, irrational sequences, linearly independent sums of series a...
The irrationality exponent a of a real number x is the supremum of the set of real numbers z for whi...
In this study, we consider some power series with rational coefficients and investigate transcendenc...
The main result of this paper is a criterion for irrational sequences which consist of rational numb...
1. Let Sen) be the Smarandache function. In paper [1] it is proved the irrationality of i S(7). We n...
We talk of rational numbers, irrational numbers, algebraic numbers, transcendental num-bers and brie...
have proved the irrationality of L-,-. n=l n. The author of this note [5] showed that this is a cons...
AbstractThe study of irrationality properties of values of the generalized Tschakaloff series f(x) d...
We present a new proof of the irrationality of values of the series T<sub>q</sub>(z)= ∞/∑/n=0 z<sup>...
This paper deals with a sufficient condition for the infinite product of rational numbers to be an ...
This paper is centered around proving the irrationality of some common known real numbers. For sever...
In this diploma thesis we first present real numbers and the two divisions of the set of real number...
We give an overview of our formalizations in the proof assistant Isabelle/HOL of certain irrationali...
This survey paper presents some old and new results in Diophantine approximations. Some of these res...
We give an overview of our formalizations in the proof assistant Isabelle/HOL of certain irrationali...
The thesis deals with the irrationality, irrational sequences, linearly independent sums of series a...
The irrationality exponent a of a real number x is the supremum of the set of real numbers z for whi...
In this study, we consider some power series with rational coefficients and investigate transcendenc...
The main result of this paper is a criterion for irrational sequences which consist of rational numb...
1. Let Sen) be the Smarandache function. In paper [1] it is proved the irrationality of i S(7). We n...
We talk of rational numbers, irrational numbers, algebraic numbers, transcendental num-bers and brie...
have proved the irrationality of L-,-. n=l n. The author of this note [5] showed that this is a cons...
AbstractThe study of irrationality properties of values of the generalized Tschakaloff series f(x) d...
We present a new proof of the irrationality of values of the series T<sub>q</sub>(z)= ∞/∑/n=0 z<sup>...
This paper deals with a sufficient condition for the infinite product of rational numbers to be an ...
This paper is centered around proving the irrationality of some common known real numbers. For sever...
In this diploma thesis we first present real numbers and the two divisions of the set of real number...
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