Multiresolution analysis for surfaces of arbitrary topological type von Lounsbery, Michael, DeRose, Tony D., Warren, Joe

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Functional composition algorithms via blossoming von DeRose, Tony D., Goldman, Ronald N., Hagen, Hans, Mann, Stephen

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A multisided generalization of Bézier surfaces von Loop, Charles T., DeRose, Tony D.

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Global illumination of glossy environments using wavelets and importance von Christensen, Per H., Stollnitz, Eric J., Salesin, David H., DeRose, Tony D.

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Composing Bézier simplexes von DeRose, Tony D.

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A geometric characterization of parametric cubic curves von Stone, Maureen C., DeRose, Tony D.

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Geometric continuity, shape parameters, and geometric constructions for Catmull-Rom splines von DeRose, Tony D., Barsky, Brian A.

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B-splines, Pólya curves, and duality von Barry, Phillip J, Goldman, Ronald N, DeRose, Tony D

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Necessary and sufficient conditions for tangent plane continuity of Bézier surfaces von DeRose, Tony D.

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Recursive subdivision without the convex hull property von Goldman, Ronald N., Derose, Tony D.

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Near-Optimal Speedup of Graphics Algorithms Using Multigauge Parallel Computers von DeRose, Tony D, Snyder, Lawrence, Yang, Chyan

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An Intuitive Approach to Geometric Continuity for Parametric Curves and Surfaces von DeRose, Tony D, Barsky, Brian A

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An Adaptive Subdivision Method with Crack Prevention for Rendering Beta-Spline Objects von Barsky,Brian A, DeRose,Tony D, Dippe,Mark D

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Geometric continuity of parametric curves: three equivalent characterizations von Barsky, B.A., DeRose, T.D.

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Geometric continuity of parametric curves: constructions of geometrically continuous splines von Barsky, B.A., DeRose, T.D.

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The Beta2-spline: A Special Case of the Beta-spline Curve and Surface Representation von Barsky, Brian A., DeRose, Tony D.

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A Survey of Procedural Noise Functions von Lagae, A., Lefebvre, S., Cook, R., DeRose, T., Drettakis, G., Ebert, D.S., Lewis, J.P., Perlin, K., Zwicker, M.

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The connection between movie making and software development (keynote) von DeRose, Tony

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Electronic 'how things work' articles: two early prototypes von Amador, F.G., Berman, D., Borning, A., DeRose, T., Finkelstein, A., Neville, D., Notkin, D., Salesin, D., Salisbury, M., Sherman, J., Sun, Y., Weld, D.S., Winkenbach, G.

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Generalized B-spline surfaces of arbitrary topology von Loop, Charles, DeRose, T. D.

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