Highly Influenced

@inproceedings{FRIDY2010StatisticalLP, title={Statistical Limit Points}, author={J. A. FRIDY}, year={2010} }

- Published 2010

Following the concept of a statistically convergent sequence x , we define a statistical limit point of x as a number X that is the limit of a subsequence {xk(j)} of x such that the set {k(j): j £N} does not have density zero. Similarly, a statistical cluster point of x is a number y such that for every e > 0 the set {k € N: |x/t —y| < e} does not have density zero. These concepts, which are not equivalent, are compared to the usual concept of limit point of a sequence. Statistical analogues of… CONTINUE READING