It Is shown that If a sequence Is strongly p-Cesaro summable or wp convergent for 0< ρ<~
then the sequence must be statistically convergent and that a bounded statistically convergent …

In this note we introduce deflnltlons or u-statist1cal and u-density convergence where n is a {0,
l)-valued finitely additive measure defined on a field of subsets of N. It is shown that these …

A summability method $ S $ is called an $ R $-type summability method if $ S $ is regular and
$ xy $ is strongly $ S $-summable to 0 whenever $ x $ is strongly $ S $-summable to 0 and …

The definition of strong Cesaro summability with respect to a modulus is extended to a
definition of strong A -summability with respect to a modulus when A is a nonnegative regular …

This article extends the concept of a statistical limit (cluster) point of a sequencex(as
introduced by Fridy) to aT-statistical limit (cluster) point, whereTis a nonnegative regular matrix …

l95Pt, 15N,* H, and 13C NMR spectra have been used to study the reactions between m-Pt (NH3)
2 (H20) 22+(1) and amino acids containing a thiol group. A-Acetyl-L-cysteine, DL-…

Let B be a Banach space. A B-valued sequence 〈 x k 〉 is weakly statistically null provided
lim n 1 n |{k ≤ n:|f(x k )| > ε}| = 0 for all ε>0 and every continuous linear functional f on B. A …

Over-allocation of fresh water resources to consumptive uses, coupled with recurring drought
and the prospect of climate change, is compromising the stocks of natural capital in the …

A function f : R → R is continuous at a point u if, given a sequence x = (xn), lim x = u implies
that lim f(x) = f(u). This definition can be modified by replacing lim with an arbitrary linear …

Increasing river environment degradation from historical growth in withdrawal is leading to
reallocation of water from irrigation in many basins. We examine how potential reduction in …