Rational sequences converging to .
Remarks on several types of convergence of bounded sequences
In this paper we analyze relations among several types of convergences of bounded sequences, in particulars among statistical convergence, -convergence, -convergence, almost convergence, strong -Cesàro convergence and uniformly strong -Cesàro convergence.
Stanovení součtů jistých nekonečných řad
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 alternations of convergent series.
Summation of series via Laplace transforms.
We consider a forced differential difference equation and by the use of Laplace Transform Theory generate non-hypergeometric type series which we prove may be expressed in closed form.
Sur la série harmonique
Sur les conditions nécessaires et suffisantes pour que le domaine d'un procédé continu contienne toutes les suites bornées
Sur les séries ordonnées suivant les puissances croissantes d'une variable
Sur un tableau numérique et sur son application à certaines transcendantes
The general methods of finding the sum for all kinds of series, II
The general methods of finding the sum for all kinds of series
The higher derivatives of the inverse tangent function and rapidly convergent BBP-type formulas for pi.
The high-precision summation of series whose terms are rational numbers
The Weierstrass Mean. I. The periods of ...(z|e1, e2, e3).
Über Abschnittslimitierbarkeit.
Über die Verträglichkeit der Kreisverfahren der Limitierungstheorie bei reellen Ordnungen.
Ueber die Werthveränderungen bedingt convergenter Reihen und Producte
Zwei-Normen-Konvergenz und Vergleich von beschränkten Wirkfeldern.
Полюсы m-строки таблицы Паде и особые точки функции