Basic (or q-) series and basic (or q-) polynomials, especially the basic (or q-) hypergeometric
functions and basic (or q-) hypergeometric polynomials, are known to have widespread …

1. Introduction Harmonic function has fruitful applications not only in applied mathematics,
but also in physics, engineering. It appears in differential equations, such as harmonic …

Authors, define and establish a new subclass of harmonic regular schlicht functions (HSF) in
the open unit disc through the use of the extended generalized Noor-type integral operator …

In this paper we introduce a class of multivalent harmonic functions starlike of order γ using
the Dziok-Srivastava operator. Necessary and sufficient coefficient bounds and convolution …

A Subclass of Harmonic Functions Related to a Convolution Operator Page 1 Research
Article A Subclass of Harmonic Functions Related to a Convolution Operator Saqib Hussain,1 …

The seminal works of Clunie and Sheil-Small (1984) and Sheil-Small (1990) on harmonic
map**s as generalizations of conformal map**s have given rise to investigations on …

A Class of Harmonic Multivalent Functions Defined by an Integral Operator 1 Introduction Page
1 Gen. Math. Notes, Vol. 22, No. 1, May 2014, pp.17-30 ISSN 2219-7184; Copyright c ICSRS …

The aim of this paper is to investigate a subclass of Goodman-Ronning type of harmonic
univalent functions defined by the modified Dziok-Srivastava operator. The properties for this …

Harmonic functions have long been used in the representation of minimal surface; for
example, Heinz [1] in 1952 used such map**s in the study of the Gaussian curvature of …

A continuous complex valued function fu iv=+ which is defined in a simply connected
complex domain D is said to be harmonic in D if both u and v are real harmonic in D. In any …