Variation of an element in the matrix of the first difference operator and matrix transformations.
The Banach algebra ), where is a BK space and applications.
Some properties of the sum of linear operators in the non-differential case.
Calculations on some sequence spaces.
On the Banach algebra .
On the sets of sequences that are strongly -bounded and -convergent to naught with index .
On some BK spaces.
Matrix transformations and generators of analytic semigroups.
Measure of noncompactness of operators and matrices on the spaces and .
Matrix transformations and quasi-Newton methods.
The space and σ-core
We give some new properties of the space and we apply them to the σ-core theory. These results generalize those by Choudhary and Yardimci.
Calculations in new sequence spaces
In this paper we define new sequence spaces using the concepts of strong summability and boundedness of index of -th order difference sequences. We establish sufficient conditions for these spaces to reduce to certain spaces of null and bounded sequences.
Bases in Sequence Spaces and Expansion of a Function in a Series of Power Series
Some new Properties of Sequence Spaces and Application to the Continued Fractions
Application of the infinite matrix theory to the solvability of certain sequence spaces equations with operators
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