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Let A be a regular matrix.
where,, is an constant regular matrix,,, and.
We prove the following characterization of a weighted regular matrix.
We also define and characterize a weighted regular matrix.
Consider system (1.1) with a constant regular matrix.
Let (A,Binmathbb{C}^{ntimes n}), (ngeq2) and ((A,B)) be a regular matrix pair.
where is any regular matrix and and are any matrices, we have (1.5).
Let be a sequence in satisfying conditions and and let be a strongly regular matrix.
Let (A=(a_{n,k})) be a nonnegative weighted regular matrix.
In general, the statistical convergence of weighted mean is studied as a regular matrix transformation.
Given any unbounded sequence, Zeller [10] constructed a regular matrix with convergence domain.
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CEO of Professional Science Editing for Scientists @ prosciediting.com