Hypergeometric Inequalities for Certain Unified Classes of Multivalent Harmonic Functions

In this paper, we consider unified classes P-H(m, A, B) and Q(H)(m, A, B) of multivalent harmonic functions F = H + (G) over bar is an element of H(m). Some hypergeometric inequalities for the functions of the class H(m) defined by generalized hypergeometric functions to be in these unified classes and its sub classes TPH(m, A, B) and TQ(H)(m , A, B), respectively, are obtained. Results, involving some integral operators are also given. Further, some special cases of the results are mentioned.