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Sederberg, Thomas W. - Department of Computer Science, Brigham Young University
Non-Uniform Recursive Subdivision Surfaces Thomas W. Sederberg
Approximation by interval Bezier curves Thomas W. Sederberg, Brigham Young University
Contemporary Mathematics Implicitizing rational surfaces with base points
Short Communication Gaussian and mean curvatures of rational
T-spline Simplification and Local Refinement Thomas W. Sederberg, David L. Cardon
Implicitization using Moving Curves and Surfaces Thomas W. Sederberg1
2{D Shape Blending: An Intrinsic Solution to the Vertex Path Problem
A Physically Based Approach to 2 D Shape Blending Thomas W. Sederberg
Approximate Implicitization Using Monoid Curves and Surfaces Thomas W. Sederberg1
Computer Aided Geometric Design 21 (2004) 12 www.elsevier.com/locate/cagd
Knot Intervals and Multi-Degree Splines Thomas W. Sederberg
Rotated Explicit Curves Thomas W. Sederberg, Chen Falai & Kryzysztof S. Klimaszewski
Algebraic Methods for Computer Aided Geometric Design Thomas W. Sederberga
Isolator Polynomials Thomas W. Sederberg and Geng-Zhe Chang
Polynomial Real Root Finding in Bernstein Form A Dissertation
