# Compactness of matrix operators on some sequence spaces derived by Fibonacci numbers

@article{Kara2013CompactnessOM, title={Compactness of matrix operators on some sequence spaces derived by Fibonacci numbers}, author={Emrah Evren Kara and Metin Bacsarir and M. Mursaleen}, journal={arXiv: Functional Analysis}, year={2013} }

In this paper, we apply the Hausdorff measure of noncompactness to obtain the necessary and sufficient conditions for certain matrix operators on the Fibonacci difference sequence spaces l_{p}(F) and l_{infinite}(F) to be compact, where 1<=p

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## Characterizations of Compact Operators on $\ell_{p}$ Type Fractional Sets of Sequences

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