Baire outer kernels of sets.
Measure and category---some non-analogues.
On A Paper Of Saha And Ray
On several classes of sets II. (Summary).
A short zero-one law proof of a result of Abian.
On several classes of sets II.
An incompatibility theorem
A-Statistical Convergence of Subsequence of Double Sequences
The concept of statistical convergence of a sequence was first introduced by H. Fast [7] in 1951. Recently, in the literature, the concept of statistical convergence of double sequences has been studied. The main result in this paper is a theorem that gives meaning to the statement: converges statistically to if and only if "most" of the "subsequences" of converge to in the ordinary sense. The results presented here are analogue of theorems in [12], [13] and [6] and are concerned with...
An analogue of a result of Carathéodory
On transformations of sets in
Remarks on the zero-one law
On a set in under coordinate transformations
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