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- W3127888653 abstract "Let Γ(x) denotes the gamma function of a real number x ∉ {0,−1,−2,…}. Then the backward difference matrix ΔBq of fractional order q is defined as (ΔBqv)i=∫l=0∞(−1)lΓ(q+1)l!Γ(q−l+1)vi−l. In this paper we introduce paranormed Riesz difference sequence space rt (ΔBq) of fractional order q obtained by the domain of generalized difference operator Rt ΔBq in Maddox's space l(p). We investigate certain topological properties and obtain the Schauder basis of the space rt (ΔBq). We also obtain the α–, β– and γ–duals and characterize certain matrix classes related to the space rt (ΔBq)." @default.
- W3127888653 created "2021-02-15" @default.
- W3127888653 creator A5053611401 @default.
- W3127888653 date "2021-01-01" @default.
- W3127888653 modified "2023-09-26" @default.
- W3127888653 title "Domain of generalized Riesz difference operator of fractional order in Maddox's space ℓ(p)" @default.
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- W3127888653 doi "https://doi.org/10.1063/5.0040346" @default.
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