Abstract
In this paper, we have established some new theorems on double weighted mean statistical convergence of double sequences, which gives some new results and generalizes the some previous known results of Karakaya.
Highlights
K(m,n) be the number of ( j,k) in K such that j m and k n
The set of double weighted statistical convergence sequence is denoted by ST as follows
Concerning double weighted mean statistical convergence of double sequences, we have proved the following theorems
Summary
K(m,n) be the number of ( j,k) in K such that j m and k n. Cite This Article: Aditya Kumar Raghuvanshi, B.K. Singh, and Ripendra Kumar Author. “ON DOUBLE WEIGHTED MEAN STATISTICAL CONVERGENCE.” International Journal of Research - Granthaalayah, 5(2), 279-283. If the sequence K(m,n) has a limit and limit is exist, K has a double natural density and defined as
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