WIJSMAN ASYMPTOTICAL I2-LACUNARY STATISTICAL EQUIVALENCE OF ORDER ? FOR DOUBLE SET SEQUENCES
WIJSMAN ASYMPTOTICAL I2-LACUNARY STATISTICAL EQUIVALENCE OF ORDER ? FOR DOUBLE SET SEQUENCES
In this paper, for double set sequences, as a new approach to the notion of Wijsman asymptotical lacunary statistical equivalence of order eta, we introduce new concepts which are called Wijsman asymptotical I-2-lacunary statistical equivalence of order eta and Wijsman asymptotical strong I-2-lacunary equivalence of order eta where 0 < eta <= 1. Also, some properties of these new concepts are investigated, and the existence of some relations between these and some previously studied asymptotical equivalence concepts for double set sequences is examined.
- Cumhuriyet University Turkey
- Afyon Kocatepe Üniversitesi Turkey
order eta, Wijsman convergence, double set sequences, I-lacunary statistical convergence, Asymptotical equivalence
order eta, Wijsman convergence, double set sequences, I-lacunary statistical convergence, Asymptotical equivalence
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