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"Parametric surfaces" as a book category covers texts that treat surfaces described by parameterized mappings from a plane (or other parameter domain) into three- (or higher-)dimensional space, spanning theory, methods and applications. Books in this category include rigorous mathematical introductions to surface theory and differential geometry (parametrizations, first and second fundamental forms, curvature, geodesics, surface integrals), computational and numerical approaches (meshing, finite elements on surfaces, surface PDEs), and practical engineering and design treatments (Bezier/B-spline/NURBS and subdivision surfaces, CAD/CAM, reverse engineering, texture mapping and rendering). They target a broad audience—from undergraduate/graduate students and researchers in mathematics, computer graphics, and applied mechanics to architects, industrial designers, and software developers seeking techniques for modeling, analyzing and visualizing smooth and complex surfaces in science, engineering and digital art.

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