Lecture

Geometric Computing: Exam Practice

Description

This lecture covers various exam practice questions related to geometric computing, including topics such as balancing 2D shapes, shearing transformations, local extrema of functions, barycentric coordinates, memory requirements for storing mesh data, parametric curves, fundamental forms of surfaces, Laplace Operator eigenvectors, and Laplacian smoothing of 3D meshes.

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Ontological neighbourhood

Mathematics

Geometry: Euclidean geometry

Algebra: Linear algebra

Computer engineering

Computer graphics: Rendering

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