In this article, the growth theorems for some subclasses of biholomorphic mappings are obtained using the method of parametric representation. As the application, some well-known results can be got when special functions are taken on the unit disk in the complex plane
Abstract. In this paper we define the notion of a strongly starlike mapping of order α (0 < α ≤ 1...
Estimating the growth of meromorphic solutions has been an important topic of research in complex di...
AbstractIn this paper, we consider a normalized biholomorphic mapping f(x) defined on the unit ball ...
AbstractLet X be a complex Banach space with norm ‖⋅‖, and B be the unit ball in X. In this paper, w...
We deal with kernel convergence of domains in Cn which are biholomorphically equivalent to the unit ...
Abstract. In this paper, we will give the growth theorem of starlike mappings of order on the unit ...
The numerical range of holomorphic mappings arises in many aspects of non-linear analysis, finite an...
Abstract. Let X be a complex Banach space and let B be the unit ball of X. In this paper we obtain s...
In this paper, we establish an explicit relation between the growth of the maximum modulus and the T...
We mainly discuss the properties of a new subclass of starlike functions, namely, almost starlike fu...
AbstractLet Ω⊂Cn be a bounded starlike circular domain with 0∈Ω. In this paper, we introduce a class...
Abstract. We characterize functions which are growth types of Riemannian manifolds of bounded geomet...
In the first part of the thesis, we introduce the basic definitions and properties of the complex pl...
The classical theorem of growth regularity in the class S of analytic and univalent in the unit disc...
One of the basic problems in several complex variables is that whether weakly pseudoconvex domains a...
Abstract. In this paper we define the notion of a strongly starlike mapping of order α (0 < α ≤ 1...
Estimating the growth of meromorphic solutions has been an important topic of research in complex di...
AbstractIn this paper, we consider a normalized biholomorphic mapping f(x) defined on the unit ball ...
AbstractLet X be a complex Banach space with norm ‖⋅‖, and B be the unit ball in X. In this paper, w...
We deal with kernel convergence of domains in Cn which are biholomorphically equivalent to the unit ...
Abstract. In this paper, we will give the growth theorem of starlike mappings of order on the unit ...
The numerical range of holomorphic mappings arises in many aspects of non-linear analysis, finite an...
Abstract. Let X be a complex Banach space and let B be the unit ball of X. In this paper we obtain s...
In this paper, we establish an explicit relation between the growth of the maximum modulus and the T...
We mainly discuss the properties of a new subclass of starlike functions, namely, almost starlike fu...
AbstractLet Ω⊂Cn be a bounded starlike circular domain with 0∈Ω. In this paper, we introduce a class...
Abstract. We characterize functions which are growth types of Riemannian manifolds of bounded geomet...
In the first part of the thesis, we introduce the basic definitions and properties of the complex pl...
The classical theorem of growth regularity in the class S of analytic and univalent in the unit disc...
One of the basic problems in several complex variables is that whether weakly pseudoconvex domains a...
Abstract. In this paper we define the notion of a strongly starlike mapping of order α (0 < α ≤ 1...
Estimating the growth of meromorphic solutions has been an important topic of research in complex di...
AbstractIn this paper, we consider a normalized biholomorphic mapping f(x) defined on the unit ball ...
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