Johns Hopkins University 3 credits Computer Science
This course introduces techniques for processing both signals defined over a triangle mesh, and the geometry of the mesh itself. To this end, we will develop the finite-elements methods for representing functions over a triangle mesh. We will focus on providing an algebraic formulation describing the spaces in which different operators live, and will leverage the method to formulate the problems of geometry processing in the language of spectral-analysis. The course will embrace a learn-by-doing paradigm in which students become familiar with the methodology by using it to solve a range of classical problems (including smoothing, sharpening, stitching, and deformation). Students may receive credit for only one of EN.601.458/658. EN.601.457 Computer Graphics recommended. Prerequisite(s): Students may not have taken EN.601.658;EN.601.220 AND EN.601.226 AND ( AS.110.201 OR AS.110.212 OR EN.553.291 OR EN.553.295 ) AND ( AS.110.202 OR AS.110.211 )
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