Essential cookies keep the library working. With your permission, we'd also like to use analytics to see what's useful and improve the experience. Read our Privacy Policy or Cookie Policy.
Checking your access to this record.
In this article we introduce paranormed Riesz difference sequence spaces of fractional order α, r t 0 p, ∆ (α) , r t c p, ∆ (α) and r t ∞ p, ∆ (α) defined by the composition of fractional difference operator ∆ (α) , defined by (∆i!Γ(α-i+1) x k-i , and Riesz mean matrix R t .We give some topological properties, obtain the Schauder basis and determine the α-, β-and γ-duals of the new spaces.Finally, we characterize certain matrix classes related to these new spaces.
Copy in another style
Yaying, T. (2022). Paranormed Riesz Difference Sequence Spaces of Fractional Order. Kragujevac Journal of Mathematics, 46(2), 175–191. https://doi.org/10.46793/kgjmat2202.175y
Metadata is harvested from open-access indexes and can be incomplete. Check a citation against the published version before relying on it — see our open access & attribution policy.
Erkan Taşdemir, Yüksel Soykan
In Annales Mathematicae Silesianae
Denis Thiéry, Marie Grasset
In Ecological Solutions and Evidence
Silvia Dutrénit Bielous, Gonzalo Várela Petito
In Razón Crítica
FOSDEM