ASYMPTOTICALLY I2-CESARO EQUIVALENCE OF DOUBLE SEQUENCES OF SETS
ASYMPTOTICALLY I2-CESARO EQUIVALENCE OF DOUBLE SEQUENCES OF SETS
In this paper, we de fined concept of asymptotically I-2-Cesaro equivalence and investigate the relationships between the concepts of asymptotically strongly I-2-Cesaro equivalence, asymptotically strongly I-2-lacunary equivalence, asymptotically p-strongly I-2-Cesaro equivalence and asymptotically I-2-statistical equivalence of double sequences of sets.
This study supported by Necmettin Erbakan University Scientific Research Coordination Unit with the project number 161210010.
Necmettin Erbakan University Scientific Research Coordination Unit [161210010]
- Afyon Kocatepe Üniversitesi Turkey
Wijsman convergence, Wijsman Convergence, lacunary sequence, Cesaaro summability, Lacunary Sequence, double sequences of sets, Double Sequence of Sets, I-convergence, Asymptotic Equivalence, Statistical Convergence, I-Convergence, Cesàro Summability, Asymptotically equivalence, statistical convergence
Wijsman convergence, Wijsman Convergence, lacunary sequence, Cesaaro summability, Lacunary Sequence, double sequences of sets, Double Sequence of Sets, I-convergence, Asymptotic Equivalence, Statistical Convergence, I-Convergence, Cesàro Summability, Asymptotically equivalence, statistical convergence
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