Abstract
In this paper, by using weight g-statistical density we introduce weight g-statistical supremum-infimum
for real valued sequences. We also define weight g-statistical limit supremum-infimum with the help of above new
concepts. In addition, we shall establish some results about weight g-statistical core.
Publisher
Turkish Journal of Mathematics and Computer Science, Association of Mathematicians
Reference17 articles.
1. Adem A. A., Altınok M.,Weighted Statistical Convergence of Real Valued Sequences, Facta Universitatis, Series: Mathematics and Informatics, 35(3)(2020), 887–898.
2. Altınok M., Küçükaslan M., Statistical supremum-infimum and statistical convergence, The Aligarh Bulletin of Mathematics, 32(2013), 1–16.
3. Altınok M., Küçükaslan M., A-statistical supremum-infimum and A-statistical convergence, Azerbaijan Journal of Mathematics, 4(2)(2014), 31–42.
4. Balcerzak M., Das P., Filipczak M., Swaczyna J., Generalized kinds of density and the associated ideals, Acta Math. Hungar., 147(1)(2015), 97–115.
5. Bhunia S., Das P., Pal S. K., Restricting statistical convergence, Acta Mathematica Hungarica, 134(1-2)(2012), 153–161.