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Nhan đề : 
Smooth and Discrete Cone-Nets
Tác giả : 
Martin, Kilian
Christian, Müller
Jonas, Tervooren
Năm xuất bản : 
2023
Nhà xuất bản : 
Springer
Tóm tắt : 
Cone-nets are conjugate nets on a surface such that along each individual curve of one family of parameter curves there is a cone in tangential contact with the surface. The corresponding conjugate curve network is projectively invariant and is characterized by the existence of particular transformations. We study properties of that transformation theory and illustrate how several known surface classes appear within our framework. We present cone-nets in the classical smooth setting of differential geometry as well as in the context of a consistent discretization with counterparts to all relevant statements and notions of the smooth setting.
Mô tả: 
CC BY
URI: 
https://link.springer.com/article/10.1007/s00025-023-01884-9
https://dlib.phenikaa-uni.edu.vn/handle/PNK/7497
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