Motivated by potential applications in architecture, we study Darboux cyclides. These algebraic surfaces of order a most 4 are a superset of Dupin cyclides and quadrics, and they carry up to six real families of circles.
Jun 7, 2011
Abstract. Motivated by potential applications in architecture, we study Darboux cyclides. These algebraic surfaces of order ⩽4 are a superset of Dupin cyclides ...
Jun 7, 2011 · Motivated by potential applications in architecture, we study Darboux cyclides. These algebraic surfaces of order ≤ 4 are a superset of ...
Abstract. Motivated by potential applications in architecture, we study Darboux cyclides. These algebraic surfaces of order =<4 are a superset of Dupin cyclides ...
We list up to Möbius equivalence all possible degrees and embedding dimensions of real surfaces that are covered by at least two pencils of circles, ...
Motivated by potential applications in architecture, we study Darboux cyclides. These algebraic surfaces of order ≤4 are a superset of Dupin cyclides and ...
This tool allows for precise reproduction of even the smallest details in an image while preserving them during the editing process. With its help, users can ...
Record link: http://hdl.handle.net/20.500.12708/164565 ; Title: Darboux cyclides and webs from circles ; Citation: Pottmann, H., Shi, L., & Skopenkov, M. (2012).
Celestial surfaces such that (d,n) equals (4,3) are called Darboux cyclides. Projections of celestial surfaces with n≥4 are covered by ellipses instead of ...
Jul 7, 2018 · In 2012 Pottmann et al. presented full classification of 3-webs (hexagonal webs) of circles on Darboux cyclides into 5 types.