Statistical convergence of double sequences on probabilistic normed spaces.
Statistical convergence of infinite series
In this paper we use the notion of statistical convergence of infinite series naturally introduced as the statistical convergence of the sequence of the partial sums of the series. We will discuss some questions related to the convergence of subseries of a given series.
Statistical convergence of sequences of fuzzy numbers
Statistical convergence of subsequences of a given sequence.
Statistical convergence of subsequences of a given sequence
This paper is closely related to the paper of Harry I. Miller: Measure theoretical subsequence characterization of statistical convergence, Trans. Amer. Math. Soc. 347 (1995), 1811–1819 and contains a general investigation of statistical convergence of subsequences of an arbitrary sequence from the point of view of Lebesgue measure, Hausdorff dimensions and Baire’s categories.
Statistical convergence of Walsh-Fourier series.
Statistical limit point theorems.
Strongly almost convergent generalized difference sequences associated with multiplier sequences
Strongly Almost Convergent Sequences
Strongly almost convergent sequences.
Strongly convergent generalized difference sequence spaces defined by a modulus.
Subsequential convergence conditions.
Subseries in Banach spaces
Summability "au plus petit terme"
There is a curious phenomenon in the theory of Gevrey asymptotic expansions. In general the asymptotic formal power series is divergent, but there is some partial sum which approaches the value of the function very well. In this note we prove that there exists a truncation of the series which comes near the function in an exponentially flat way.
Summability of double independent random variables.
Summability of Rearrangements of Sequences.
Sur La Convergence Des Rapports De La Somme Partielle Au Terme Général Et Du Reste Ou Terme Général D'Une Série Réelle Ou Complexe
Sur la convergence des séries
Sur la convergence des séries
Sur la réduction en fraction continue d'une série procédant suivant les puissances descendantes d'une variable