A bounded consistency theorem for strong summabilities
Copyright policy )A bounded consistency theorem for strong summabilities
The study of R‐type summability methods is continued in this paper by showing that two such methods are identical on the bounded portion of the strong summability field associated with the methods. It is shown that this “bounded consistency” applies for many non‐matrix methods as well as for regular matrix methods.
- Simon Fraser University Canada
Zeroclass, Absolute and strong summability, Functional analytic methods in summability, bounded consistency, Summability and bounded fields of methods, QA1-939, regular matrix methods, Sequences spaces, Regular summability methods, Mathematics, strong convergence fields, strong summability field
Zeroclass, Absolute and strong summability, Functional analytic methods in summability, bounded consistency, Summability and bounded fields of methods, QA1-939, regular matrix methods, Sequences spaces, Regular summability methods, Mathematics, strong convergence fields, strong summability field
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