Results 301 to 308 of about 976,015 (308)
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2001
In this paper, we define a general sequence space ?m (X) = {x = (xk) : (?m xk) ? X}, (m ? N), where X is any sequence space. We establish some inclusion relations, topological results and we characterize the continuous duals of ?m (X). Furthermore we introduce of ?m-statistical convergence and given inclusion relation between ?m (wp)-convergence and ?m-
Mikail E.T., Nuray F.
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In this paper, we define a general sequence space ?m (X) = {x = (xk) : (?m xk) ? X}, (m ? N), where X is any sequence space. We establish some inclusion relations, topological results and we characterize the continuous duals of ?m (X). Furthermore we introduce of ?m-statistical convergence and given inclusion relation between ?m (wp)-convergence and ?m-
Mikail E.T., Nuray F.
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μ-Statistically Convergent Function Sequences
Czechoslovak Mathematical Journal, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Duman, O., Orhan, C.
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Statistical convergence and measure convergence generated by a single statistical measure
Acta Mathematica Sinica, English Series, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Cheng, Li Xin +2 more
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q -Fibonacci statistical convergence
Georgian Mathematical JournalAbstract In this paper, we use the q -Fibonacci band matrix F
Koray İbrahim Atabey +2 more
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2022
In this article, the concepts of invariant arithmetic convergence, lacunary invariant arithmetic convergence, invariant arithmetic statistically convergence and lacunary invariant arithmetic statistically convergence have been investigated. Finally, we give some relations between lacunary invariant arithmetic statistical convergence and invariant ...
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In this article, the concepts of invariant arithmetic convergence, lacunary invariant arithmetic convergence, invariant arithmetic statistically convergence and lacunary invariant arithmetic statistically convergence have been investigated. Finally, we give some relations between lacunary invariant arithmetic statistical convergence and invariant ...
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On lacunary \(\sigma\)-statistical convergence
2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On statistical convergence and statistical monotonicity
Annales Universitatis Scientiarum Budapestinensis de Rolando Eötvös Nominatae. Sectio computatorica, 2013E. Kaya Kucukaslan, R. Wagner
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