Porwa, Saurabh2022-12-282022-12-282022https://doi.org/10.31801/cfsuasmas.962040http://hdl.handle.net/20.500.12575/86536In the present investigation we study a subclass of multivalent harmonic functions involving multiplier transformation. An equivalent convolution class condition and a sufficient coefficient condition for this class is acquired. We also show that this coefficient condition is necessary for functions belonging to its subclass. As an application of coefficient condition, a necessary and sufficient hypergeometric inequality is also given. Further, results on bounds, inclusion relation, extreme points, a convolution property and a result based on the integral operator are obtained.enMultivalent harmonic functions, uniformly starlike functions, generalized hypergeometric functions, convolutionArticle7137317511303-5991