Space-time and higher dimensional modeling for animation
Authors: Fausett, E., Pasko, A. and Adzhiev, V.
Journal: Proceedings - Computer Animation 2000, CA 2000
Pages: 140-145
ISBN: 9780769506838
DOI: 10.1109/CA.2000.889070
Abstract:There are limitations to the current BRep based "model then animate" paradigm when animating time-dependent (dynamic) objects. This paper describes an approach to modeling dynamic objects directly in space-time or even higher dimensional space. The use of the function representation (FRep) is proposed due to the ease with which it handles higher dimensions. After creating a multidimensional FRep object, it then needs to be mapped to "multimedia" space. In the case of animation this means at least one geometric coordinate must be mapped to a dynamic coordinate (time). A case study is presented to explain the technique and demonstrate its use in the animated metamorphosis between several shapes of differing topology.
Source: Scopus
Space-time and higher dimensional modeling for animation
Authors: Fausett, E., Pasko, A. and Adzhiev, V.
Journal: COMPUTER ANIMATION 2000, PROCEEDINGS
Pages: 140-145
ISSN: 1087-4844
DOI: 10.1109/CA.2000.889070
Source: Web of Science (Lite)
Space-time and higher dimensional modeling for animation
Authors: Fausett, E., Pasko, A. and Adzhiev, V.
Pages: 140-145
Publisher: IEEE Computer Society
Place of Publication: Washington DC, USA
DOI: 10.1109/CA.2000.889070
Abstract:There are limitations to the current BRep based “model then animate” paradigm when animating time-dependent (dynamic) objects. This paper describes an approach to modeling dynamic objects directly in space-time or even higher dimensional space. The use of the function representation (FRep) is proposed due to the ease with which it handles higher dimensions. After creating a multidimensional FRep object, it then needs to be mapped to “multimedia” space. In the case of animation this means at least one geometric coordinate must be mapped to a dynamic coordinate (time). A case study is presented to explain the technique and demonstrate its use in the animated metamorphosis between several shapes of differing topology.
http://www.hyperfun.org/ST_Animation.pdf
Source: Manual
Preferred by: Valery Adzhiev
Space-Time and Higher Dimensional Modeling for Animation.
Authors: Fausett, E., Pasko, A.A. and Adzhiev, V.
Journal: CA
Pages: 140-145
Publisher: IEEE Computer Society
DOI: 10.1109/CA.2000.889070
https://ieeexplore.ieee.org/xpl/conhome/7137/proceeding
Source: DBLP