Machine Learning and Data Mining Lecture Notes
Lecture Notes CSC 411/D11 Computer Science Department University of Toronto Version: February 6, 2012 ... 5 Basic Probability Theory 21 ... when fitting a curve to noisy data, it is common to measure the q uality of the fit in terms of
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Computer Graphics Lecture Notes - University of …
www.dgp.toronto.eduAffine transformations. An important case in the previous section is applying an affin e trans-′′ ′′ ′′ ′
Interaction Techniques for 3D Modeling on Large Displays
www.dgp.toronto.eduInteraction Techniques for 3D Modeling on Large Displays Tovi Grossman1,2, Ravin Balakrishnan1,2, Gordon Kurtenbach1,2, George Fitzmaurice1, ... 2D and 3D views, tape drawing as the primary curve and line creation technique, visual viewpoint markers, and continuous two-handed interaction.
Computer Graphics Lecture Notes
www.dgp.toronto.eduThe convention in these notes will follow that of OpenGL, placing the origin in the lower left corner, with that pixel being at location (0,0). Be aware that placing the origin in the upper left is another common convention. One of 2N intensities or colors are associated with each pixel, where N is the number of bits per pixel.
Real-Time Fluid Dynamics for Games
www.dgp.toronto.eduIn this paper we present a simple and rapid implementation of a fluid dynamics solver for game engines. Our tools can greatly enhance games by providing realistic fluid-like effects such as swirling smoke past a moving character. The potential applications are endless. Our algorithms
Introduction to Bayesian Learning - Dynamic Graphics Project
www.dgp.toronto.edugraphics, and that Bayesian machine learning can provide powerful tools. I will attempt to address some of the common concerns of this approach, and discuss the pros and cons of Bayesian modeling, and briefly discuss the relation to non-Bayesian machine learning. I will also provide a brief tutorial on probabilistic reasoning.
The Fundamental Principles of Animation
www.dgp.toronto.edudownward motion more and more rapidly (Ease Out), until it hits the ground. Note that this doesn’t mean slow movement. This really means keep the in between frames close to each extreme. 3. Arcs In the real world almost all action moves in an arc. When creating animation one should try to have motion follow curved paths rather than linear ones.
Stable Fluids - Dynamic Graphics Project
www.dgp.toronto.eduStable Fluids Jos Stam Alias wavefront Abstract Building animation tools for fluid-like motions is an important and challenging problem with many applications in computer graphics. The use of physics-based models for fluid flow can greatly assist in creating such tools. Physical models, unlike key frame or pro-
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