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| Computer-Aided Geometric Design and Modeling -- Computer Science (Engineering) (COMPSCI) 284 [3 units] | ||||
| Course Format: Three hours of lecture per week. | ||||
| Prerequisites: Mathematical skill in calculus and linear algebra. | ||||
| Description: Mathematical techniques for curve and surface representation, including: Hermite interpolation, interpolatory splines, tensed splines, Bezier curves and surfaces, B-splines, Beta-splines, Coons patches, tensor product forms, as well as subdivision end/bounding conditions, and computational considerations. | ||||
| Barsky, Sequin |
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| Foundations of Computer Graphics -- Computer Science (Engineering) (COMPSCI) 284A [4 units] | ||||
| Course Format: Three hours of lecture and one hour of discussion per week. | ||||
| Prerequisites: Computer Science 61B or 61BL; programming skills in C, C++, or Java; linear algebra and calculus; or consent of instructor. | ||||
| Credit option: Students will receive no credit for Computer Science 284A after taking 184. | ||||
| Description: Techniques of modeling objects for the purpose of computer rendering: boundary representations, constructive solids geometry, hierarchical scene descriptions. Mathematical techniques for curve and surface representation. Basic elements of a computer graphics rendering pipeline; architecture of modern graphics display devices. Geometrical transformations such as rotation, scaling, translation, and their matrix representations. Homogeneous coordinates, projective and perspective transformations. | ||||
| (F,SP) Agrawala, Barsky, O'Brien, Ramamoorthi, Sequin |
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