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On extreme points and support points of the class S
1985Let S denote the class of normalized functions which are holomorphic and univalent in the unit disc \(\Delta =\{z\in {\mathbb{C}}: | z| >1\}\). \({\mathfrak S}(S)\) denotes the set of all support points of the class S, and E(\(\overline{co} S)\) the set of extreme points of the closed convex hull of S.
Brickman, Louis +2 more
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Interactive Point System Supporting Point Classification and Spatial Visualization
2018Point system is structured marketing strategy offered by retailers to motivate customers to keep buying goods or paying for the services. However, current point system is not enough for reflecting where points come from. In this paper, concept of point classification is put forward. Points are divided into different categories based on source.
Boyang Liu, Soh Masuko, Jiro Tanaka
openaire +1 more source
Support point determination for support structure design in additive manufacturing
Additive Manufacturing, 2021Zhiping Wang, Yicha Zhang, Tan Shujie
exaly