On Gronwall Summability.
On I-convergence of double sequences in the topology induced by random 2-norms
On ideal equal convergence
We consider ideal equal convergence of a sequence of functions. This is a generalization of equal convergence introduced by Császár and Laczkovich [Császár Á., Laczkovich M., Discrete and equal convergence, Studia Sci. Math. Hungar., 1975, 10(3–4), 463–472]. Our definition of ideal equal convergence encompasses two different kinds of ideal equal convergence introduced in [Das P., Dutta S., Pal S.K., On and *-equal convergence and an Egoroff-type theorem, Mat. Vesnik, 2014, 66(2), 165–177]_and [Filipów...
On inclusion relations for absolute summability.
On inclusions between Arbault sets
On integrability of functions defined by trigonometric series.
On integral forms of generalised Mathieu series.
On summability of Fourier series.
On -sequences
On summability and absolute Nörlund summability
On limits in complete semirings.
On linear methods of summations of a Fourier series
On matrix rapid filters
Galois-Tukey equivalence between matrix summability and absolute convergence of series is shown and an alternative characterization of rapid ultrafilters on ω is derived.
On matrix transformations of some generalized sequence space
On Mercer's Theorem for (C, 2) - Means.
On modified asymptotic series involving confluent hypergeometric functions.
On Multidimensional Generalizations Of Regularly Varying Functions And Tauberian And Abelian Theorems
On and summability methods.
On summability factors of Fourier series
On parameter convergence and convergence in larger sense