Weighted Approximation Properties of Positive Linear Operators Based on q-Integer

tülin coşkun

Abstract


This paper deals with q-analogues of linear positive operators defined in weighted space of continuous functions defined on real axis. We study, using q-calculus, the existence of Korovkin's theorem in the spaces of continuous and unbounded functions defined on unbounded sets.


Keywords


Linear Positive Operator , Korovkin Theorem, q-calculus, Weighted space.

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DOI: http://dx.doi.org/10.7212%2Fzkufbd.v1i1.656

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