TY - JOUR AU - Orouji, Z. AU - Aghalary, R. AU - Ebadian, A. PY - 2014 TI - Connections of Linear Operators Defined by Analytic Functions with \(Q_p\) Spaces JO - Journal of Mathematics and Computer Science SP - 78-84 VL - 10 IS - 1 AB - This paper is concerned mainly with the linear operators \(I_f^{\gamma , \alpha}\) and \(J_f^{\gamma , \alpha}\) of analytic function \(f\).The norm of \(I_f^{\gamma , \alpha}\) and \(J_f^{\gamma , \alpha}\) on some analytic function spaces is computed in this paper. We study the relation between \(I_f^{\gamma , \alpha}\) and \(J_f^{\gamma , \alpha}\) operators, the \(\beta(\lambda)\) spaces and \(Q_p\) spaces \((0