PPT-Jeff Edmonds

York University COSC 4111 Lecture 4 4111 Computability Different Models Reductions Simple Reductions Rices Theorem Acceptable Acceptability Complete Reductions to the Halting Problem The Post Correspondence Prob. B audrymilw aukee ou nty wigov Chinese New Year Celebration Returns to The Domes Milwaukee WI Jan 201 57523KLQHVH573471HZ The RPHV573595752457347D57347FXOWXUDO57347IHVWLYDO57347DQG57347FHOHEUDWLRQ of Yea r of the Sheep will be presented by the York University. COSC 4111. Lecture. . 2. 4111 Computability. Computable. Halting. Acceptable, Witness, Enumerable. Computable. Ackermann's Time. Double Exponential Time. E: Exponential Time. Exp Time. 1 RADCLIFFE G. EDMONDS IIIredmonds@brynmawr.eduhttp://www.brynmawr.edu/classics/redmondsEducation:University of Chicago: Classical Languages and Literatures M.A. 12/94, Ph.D. 6/99. Radcliffe Edmon By : Aidan t, Huon w, Zak d! . In memory of Jeff. By Zak.D, Huon.W and Aidan.T. Hi, my name is JEFF, that's JEFF the galapogas tortoise.. My galapogas friends and I all live on the Galapogas Island.. York University. ECS 2001. Lecture. . 2. History & Overview . Church's Thesis. Goto. . vs. Loop Models. Turing Machines. Loop Invariant . Example. Adding Example (single tape). Adding Example (multi tape). jeff@cs.yorku.ca. Many Topics in Theory & Mathematics. Scheduling Algorithms. scheduling some shared resource . to a steady stream of incoming jobs. Examples. scheduling jobs on multi-processor machine. ECS 2001. Lecture. . 2. History & Overview . Church's Thesis. Goto. . vs. Loop Models. Turing . Machines. Sum mod 100 Example. Compile Time vs Run Time. Loop Invariant . Example. Adding Example (single tape). . as a Citizen. Rev 1 Sep 2015. 1. Training Objective. Tasks: . Report . on successes and challenges of carrying out personal servant leadership . plan.. Articulate . the connection between values and ethical . COSC 2001. Lecture. . 5.0. Countable. Countable via a List. Countable via Finite Descriptions. Uncountable. Hierarchy of Infinities. Some . Uncomputable. Problem. 2001: Countable . and Uncountable Infinite. What is Light?. A very complex process. Find a dark area – how is it being lit?. Light bounces (mirrors, shiny objects). Light refracts through other media (water, heat). Light comes . from . everywhere (Global Illumination). 1. Texture Mapping. Applying an image (or a . texture. ) to geometry. 2D images (rectangular). 3D images (volumetric – such as a CAT scan). Adds realism to the scene. A vertex can have:. A 3D position (x, y, z) – 3 floats. offutt. /. SWE 632. User Interface Design and Development. Cooper Ed4, . Ch. . 9. Cooper Part II. Well-Behaved Products. Etiquette, Posture, and Intermediates. Ch. . 9 : . Posture. 31-Aug-16. © Jeff Offutt. A mathematical structure that has more than one “part” (e.g. an array). 2D vectors might have . x. and . y. 3D vectors might have . x. , . y. and . z. 4D vectors might have . x. , . y. , . z. and . Lighting Jeff Chastine 1 What is Light? A very complex process Find a dark area – how is it being lit? Light bounces (mirrors, shiny objects) Light refracts through other media (water, heat) Light comes