Add to ORKGLet X be a complex Banach space and let B be the unit ball of X. In this paper we obtain sufficient conditions for biholomorphic mappings on B to have parametric representation. Also we study certain properties of Loewner chains, and we obtain infinite dimensional versions of some well known univalence criteria on the unit ball of
AbstractLet B be the unit ball of Cn with respect to an arbitrary norm. We study certain properties ...
AbstractIn this paper, we introduce two classes of generalized Roper–Suffridge extension operators a...
The first part of the thesis deals with aspects of Loewner theory in several complex variables. Fir...
Let X be a complex Banach space and let B be the unit ball of X. In this paper we obtain sufficient ...
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 will give the growth theorem of starlike mappings of order α on the unit ball B in...
AbstractIn this paper, we give characterization of almost starlike functions of order α (respectivel...
In this paper, we will give the growth theorem of starlike mappings of order α on the unit ball B in...
AbstractLet X be a complex Banach space with norm ‖⋅‖, and B be the unit ball in X. In this paper, w...
AbstractWe consider operators that extend locally univalent mappings of the unit disk Δ in C to loca...
AbstractIn this paper, we consider a normalized biholomorphic mapping f(x) defined on the unit ball ...
AbstractLet B be the unit ball in Cn with respect to an arbitrary norm and let f(z,t) be a g-Loewner...
AbstractThe Roper–Suffridge extension operator and its modifications are powerful tools to construct...
AbstractLet B be the unit ball in Cn with respect to an arbitrary norm ‖⋅‖ and let f(z,t) be a g-Loe...
AbstractIn the paper an internal geometric characterization of strongly starlike mappings of order a...
AbstractLet B be the unit ball of Cn with respect to an arbitrary norm. We study certain properties ...
AbstractIn this paper, we introduce two classes of generalized Roper–Suffridge extension operators a...
The first part of the thesis deals with aspects of Loewner theory in several complex variables. Fir...
Let X be a complex Banach space and let B be the unit ball of X. In this paper we obtain sufficient ...
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 will give the growth theorem of starlike mappings of order α on the unit ball B in...
AbstractIn this paper, we give characterization of almost starlike functions of order α (respectivel...
In this paper, we will give the growth theorem of starlike mappings of order α on the unit ball B in...
AbstractLet X be a complex Banach space with norm ‖⋅‖, and B be the unit ball in X. In this paper, w...
AbstractWe consider operators that extend locally univalent mappings of the unit disk Δ in C to loca...
AbstractIn this paper, we consider a normalized biholomorphic mapping f(x) defined on the unit ball ...
AbstractLet B be the unit ball in Cn with respect to an arbitrary norm and let f(z,t) be a g-Loewner...
AbstractThe Roper–Suffridge extension operator and its modifications are powerful tools to construct...
AbstractLet B be the unit ball in Cn with respect to an arbitrary norm ‖⋅‖ and let f(z,t) be a g-Loe...
AbstractIn the paper an internal geometric characterization of strongly starlike mappings of order a...
AbstractLet B be the unit ball of Cn with respect to an arbitrary norm. We study certain properties ...
AbstractIn this paper, we introduce two classes of generalized Roper–Suffridge extension operators a...
The first part of the thesis deals with aspects of Loewner theory in several complex variables. Fir...