An integral operator that maps a subclass of starlike functions into itself
F. Ahmad (1987)
Matematički Vesnik
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Displaying similar documents to “On Some Typological Properties of the Class of Normalized and Starlike Maps of the Unit Polydisk in C^n”
An integral operator that maps a subclass of starlike functions into itself
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Sanford S. Miller (1976)
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On Some Results for Starlike Functions of Complex Order
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Owa, Shigeyoshi, Nunokawa, Mamoru (1990)
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Richard Fournier (1986)
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Adam Lecko (1998)
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We consider the class 𝓩(k;w), k ∈ [0,2], w ∈ ℂ, of plane domains Ω called k-starlike with respect to the point w. An analytic characterization of regular and univalent functions f such that f(U) is in 𝓩(k;w), where w ∈ f(U), is presented. In particular, for k = 0 we obtain the well known analytic condition for a function f to be starlike w.r.t. w, i.e. to be regular and univalent in U and have f(U) starlike w.r.t. w ∈ f(U).
A criterion for -valently starlike functions.
Owa, Shigeyoshi, Nunokawa, Mamoru, Fukui, Seiichi (1994)
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Ryszard Mazur (1983)
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