篇名 | FAMILIES OF MEROMORPHIC FUNCTIONS INVOLVING A NEW GENERALIZED DIFFERENTIAL OPERATOR |
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卷期 | 32:2 |
作者 | EKRAM ELSAYED ALI 、 TEODOR BULBOACA |
頁次 | 064-075 |
關鍵字 | Meromorphic functions 、 Hadamard 、 generalized hyper- geometric functions 、 integral operator 、 Scopus |
出刊日期 | 201812 |
A new differential operator Fm;p;q;s;l;α;β;λ (α1) is introduced for functions of the form f(z) = z-p +∞Σk=n akzk which are meromorphic in the punctured unit disc U* :={z C : 0 < |z| < 1}. We introduce the class фmp (α1; α;β; λ;l;η) of meromorphically functions that generalize and extend many classes previously studied by different authors, and the main object of this paper is to investigate various important properties and characteristics for this class. In addition, we proved that a special property is preserved by some integral operators.