AbstractWe investigate the class R∞,s of rapidly varying sequences from different points of view. It is shown: (1) a sequence (cn)n∈N of positive real numbers is rapidly varying if and only if the corresponding function x→c[x], x⩾1, is rapidly varying; (2) the class R∞,s satisfies some selection properties, as well as game-theoretical and Ramsey-theoretical conditions
We define a new class of sequences, sequences with grouped factors, in which all factors of a given ...
AbstractWe continue (and, in a sense, close) our investigation begun in the paper Djurčić et al. (20...
We define a random sequence of reals as a random point on a computable topological space. This rando...
AbstractWe continue investigation of classes of sequences of positive real numbers satisfying some s...
AbstractThis is a continuation of our investigation of classes of sequences of positive real numbers...
The class R∞,s of increasing rapidly varying sequences is investigated in connection with sele...
In this paper we investigate certain connections between the class Rs,∞ of rapidly varying sequences...
In this paper we will prove some properties of the rapid equivalence and consider some selection pri...
We define and study an equivalence relation in the class Tr(SVs) of translationally slowly varying p...
AbstractWe continue investigation of certain classes of sequences of positive real numbers which are...
AbstractWe investigate the class R∞,s of rapidly varying sequences from different points of view. It...
We consider the set of sequences of positive real numbers and show that some subclasses of have ce...
AbstractWe prove that certain classes of sequences of positive real numbers satisfy some selection p...
(op voorblad per abuis E. Beirland vermeld, in plaats van J. Beirlant) The remainder term of the cla...
We prove that some classes of summable sequences of positive real numbers satisfy several selection ...
We define a new class of sequences, sequences with grouped factors, in which all factors of a given ...
AbstractWe continue (and, in a sense, close) our investigation begun in the paper Djurčić et al. (20...
We define a random sequence of reals as a random point on a computable topological space. This rando...
AbstractWe continue investigation of classes of sequences of positive real numbers satisfying some s...
AbstractThis is a continuation of our investigation of classes of sequences of positive real numbers...
The class R∞,s of increasing rapidly varying sequences is investigated in connection with sele...
In this paper we investigate certain connections between the class Rs,∞ of rapidly varying sequences...
In this paper we will prove some properties of the rapid equivalence and consider some selection pri...
We define and study an equivalence relation in the class Tr(SVs) of translationally slowly varying p...
AbstractWe continue investigation of certain classes of sequences of positive real numbers which are...
AbstractWe investigate the class R∞,s of rapidly varying sequences from different points of view. It...
We consider the set of sequences of positive real numbers and show that some subclasses of have ce...
AbstractWe prove that certain classes of sequences of positive real numbers satisfy some selection p...
(op voorblad per abuis E. Beirland vermeld, in plaats van J. Beirlant) The remainder term of the cla...
We prove that some classes of summable sequences of positive real numbers satisfy several selection ...
We define a new class of sequences, sequences with grouped factors, in which all factors of a given ...
AbstractWe continue (and, in a sense, close) our investigation begun in the paper Djurčić et al. (20...
We define a random sequence of reals as a random point on a computable topological space. This rando...
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