Computer Science: Introduction to Geometric Modeling (ECS178)

Computer Science: Introduction to Geometric Modeling (ECS178)

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This course is concerned with fundamental concepts of geometric modeling. Geometric modeling combines approaches from numerical analysis, approximation theory, and differential geometry for the effective representation and manipulation of curves and surfaces. Specifically, this course introduces ess…

UC Davis


    • Jul 3, 2008 LATEST EPISODE
    • infrequent NEW EPISODES
    • 1h 18m AVG DURATION
    • 17 EPISODES


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    Search for episodes from Computer Science: Introduction to Geometric Modeling (ECS178) with a specific topic:

    Latest episodes from Computer Science: Introduction to Geometric Modeling (ECS178)

    Bezier surfaces: partial derivatives and continuity

    Play Episode Listen Later Jul 3, 2008 74:41


    continuity surfaces bezier partial derivatives
    Rational Bezier and NURBS surfaces, effective surface modeling schemes

    Play Episode Listen Later Jul 3, 2008 77:48


    modeling rational schemes surfaces bezier nurbs
    Bezier surfaces: definition and de Casteljau algorithm

    Play Episode Listen Later Jul 2, 2008 76:26


    definition algorithms surfaces bezier
    Conversion of a B-spline representation to a Bezier representation and rational Bezier and non-uniform rational B-spline (NURBS

    Play Episode Listen Later Jul 2, 2008 75:12


    conversion representation uniform rational spline bezier nurbs
    Knot insertion for B-spline curves (subdivision)

    Play Episode Listen Later Jul 2, 2008 75:31


    knot curves insertion subdivisions spline
    The de Boor algorithm and B-spline curves

    Play Episode Listen Later Jul 2, 2008 82:48


    algorithms curves boor spline
    Matrix computation and end condition considerations (cubic spline)

    Play Episode Listen Later Jul 2, 2008 74:42


    matrix considerations condition computation cubic spline
    Detailed discussion of C2-continuous cubic spline in Bezier form

    Play Episode Listen Later Jul 2, 2008 80:51


    continuous detailed cubic spline bezier
    C1-continuous and C2-continuous spline schemes

    Play Episode Listen Later Jul 2, 2008 80:43


    continuous schemes spline
    Splines and continuity, with a focus on Bezier curves

    Play Episode Listen Later Jul 2, 2008 83:14


    continuity curves bezier splines
    Piecewise polynomial interpolation: Hermite interpolation

    Play Episode Listen Later Jul 2, 2008 74:54


    polynomials interpolation
    Polynomial interpolation: Aitken, Lagrange and Vandermonde schemes

    Play Episode Listen Later Jul 2, 2008 76:58


    schemes lagrange aitken polynomials interpolation
    Bezier curves: degree reduction and barycentric representation

    Play Episode Listen Later Jul 2, 2008 74:08


    degree representation reduction curves bezier
    Bezier curves: conversion to monomial form and degree elevation

    Play Episode Listen Later Jul 2, 2008 80:24


    degree conversion elevation curves bezier
    Bezier curves: derivatives and subdivision

    Play Episode Listen Later Jul 2, 2008 80:16


    curves derivatives subdivisions bezier
    The de Casteljau algorithm and Bezier curves

    Play Episode Listen Later Jul 2, 2008 78:43


    algorithms curves bezier
    Survey of curve and surface modeling

    Play Episode Listen Later Jul 2, 2008 80:11


    survey surface modeling curve

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