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Computer Science: Introduction to Geometric Modeling (ECS178)
Episodes
Bezier surfaces: partial derivatives and continuity
Published 07/03/08
Rational Bezier and NURBS surfaces, effective surface modeling schemes
Published 07/03/08
Bezier surfaces: definition and de Casteljau algorithm
Published 07/03/08
Conversion of a B-spline representation to a Bezier representation and rational Bezier and non-uniform rational B-spline (NURBS
Published 07/03/08
Knot insertion for B-spline curves (subdivision)
Published 07/03/08
The de Boor algorithm and B-spline curves
Published 07/03/08
Matrix computation and end condition considerations (cubic spline)
Published 07/03/08
Detailed discussion of C2-continuous cubic spline in Bezier form
Published 07/02/08
C1-continuous and C2-continuous spline schemes
Published 07/02/08
Splines and continuity, with a focus on Bezier curves
Published 07/02/08
Piecewise polynomial interpolation: Hermite interpolation
Published 07/02/08
Polynomial interpolation: Aitken, Lagrange and Vandermonde schemes
Published 07/02/08
Bezier curves: degree reduction and barycentric representation
Published 07/02/08
Bezier curves: conversion to monomial form and degree elevation
Published 07/02/08
Bezier curves: derivatives and subdivision
Published 07/02/08
The de Casteljau algorithm and Bezier curves
Published 07/02/08
Survey of curve and surface modeling
Published 07/02/08
Computer Science: Introduction to Geometric Modeling (ECS178)
Published 07/02/08
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