ON ABSOLUTE FACTORABLE MATRIX SUMMABILITY METHODS
ON ABSOLUTE FACTORABLE MATRIX SUMMABILITY METHODS
Summary: In this paper, we give necessary and sufficient conditions for \(| C, 0|_k\Rightarrow | A_f|_s\) and \(| A_f|_k\Rightarrow | C, 0|_s\) for the case \(1 < k \leq s < \infty\), where \(| A_f|_k\) is absolute factorable summability. So we obtain some known results.
- Pamukkale University Turkey
Absolute Riesz summability; matrix transformation; sequence space, Matrix methods for summability, sequence space, Absolute Riesz summability, Absolute and strong summability, 530, matrix transformation, Sequence spaces (including Köthe sequence spaces), 510, Inclusion and equivalence theorems in summability theory, absolute Riesz summability
Absolute Riesz summability; matrix transformation; sequence space, Matrix methods for summability, sequence space, Absolute Riesz summability, Absolute and strong summability, 530, matrix transformation, Sequence spaces (including Köthe sequence spaces), 510, Inclusion and equivalence theorems in summability theory, absolute Riesz summability
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