On a Subclass of Meromorphic Multivalent Function Associated With Salagean Operator

摘要

In this paper, we have discussed the meromorphic p-valent functions that satisfy the differential subordinations (z(I_p(r, λ)f(z))~(j+1))/(I_p(r, λ)f(z))~(j)) < (1 + ((A - B)/a) (β_z/(1 + B_z))(p + j), z ∈ △~*, where β is complex number and I_p(r, λ) is salagean Operator. Also we study coefficient inequalities and hadamard product (convolution) and found radius of starlikeness and convexity. We investigate some interesting properties on A_p~*(λ, r, j, β, a, A, B); too.