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Mappings related to minimal surfaces
전숙희 충청수학회 2006 충청수학회지 Vol.19 No.4
In this paper, we study harmonic mappings related to the nonparametric minimal surfaces that lie over the upper halfplane.
전숙희 서울여자대학교 자연과학연구소 2016 자연과학연구논문집 Vol.28 No.-
In this paper, we study harmonic, orientation-preserving, univalent mappings defined on that have imaginary coefficients or starlike analytic function and obtain some coefficient bounds.
전숙희 서울여자대학교 자연과학연구소 2006 자연과학연구논문집 Vol.18 No.-
A metric is an important part of geometry. Particularly, Riemannian metric plays an important role of modern geometry. In this paper, we define a new Riemannian metric v on the complex plane C and get the v - distance between two points in the plane C. In addition, we also obtain the curve of least v - length connecting two points in the plane C.