Convergence of Bi-shift Localized Szász–Mirakjan Operators
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DOI: 10.1007/s00025-019-1119-3
Abstract: AbstractLet $$\{\delta _{n} \}^{\infty }_{n=1}$${δn}n=1∞ and $$\{\delta ^{\prime }_{n}\}^{\infty }_{n=1}$${δn′}n=1∞ be two sequences of positive numbers, and $$\begin{aligned} C_{n,x}= \{ k: k\in N\cup \{0\} \,\,\text{ and }\,\, n(x-\delta ^{\prime }_{n})\le k\le n(x+\delta _{n}) \}. \end{aligned}$$Cn,x={k:k∈N∪{0}andn(x-δn′)≤k≤n(x+δn)}.For… read more here.
Keywords: delta; shift localized; localized mirakjan; mirakjan operators ... See more keywords