TY - JOUR ID - 17025 TI - Stevi' c-Sharma ‎type ‎‎operator ‎from Besov space into Zygmund space JO - Journal of Advanced Mathematical Modeling JA - JAMM LA - en SN - 2251-8088 AU - Abbasi, Ebrahim AU - Nasresfahani, Sepide AU - Khalilpour, Kamal AD - Department of Mathematics, Mahabad Branch, Islamic Azad University, Mahabad, Iran AD - Department of Mathematics, University of Isfahan, Isfahanو Iran. Y1 - 2021 PY - 2021 VL - 11 IS - 3 SP - 573 EP - 584 KW - Boundedness&lrm KW - Compactness&lrm KW - Besov &lrm KW - space&lrm KW - Zygmund Space KW - &lrm KW - Stevi' KW - c-Sharma &lrm KW - type &lrm KW - operator DO - 10.22055/jamm.2021.37369.1930 N2 - Let‎ $H(mathbb{D})‎$ ‎be ‎the ‎space ‎of ‎all ‎analytic ‎functions ‎on‎ ‎$mathbb{D}‎$. ‎For ‎‎$‎u,vin H(mathbb{D})‎$ ‎and ‎self-map ‎‎$‎psi‎(‎psi(mathbb{D}‎)subset ‎mathbb{‎D}‎‎)‎$‎‎‎ the‎ Stevi' c-Sharma ‎type ‎operator ‎is ‎defined ‎as ‎follows‎‎begin{align*}‎‎T_{u‎, ‎v‎, ‎psi}f(z) = u(z) f{(psi(z))}‎+ ‎v(z) f'(psi(z))‎ ,‎quad fin H(mathbb{D} )‎, ‎quad zin mathbb{D}‎.‎end{align*‎}‎‎In ‎this ‎paper, ‎we ‎study ‎boundedness ‎and ‎compactness ‎of‎ Stevi' c-Sharma ‎type ‎‎operator ‎from Besov space into Zygmund ‎space ‎and ‎we ‎obtain ‎some ‎equivalence ‎conditions ‎for‎ boundedness ‎and ‎compactness ‎of ‎such ‎operator. UR - https://jamm.scu.ac.ir/article_17025.html L1 - https://jamm.scu.ac.ir/article_17025_4f16a72b94f5d0d9987e84ea89c8f025.pdf ER -