COMP251: Network flows (2) Jérôme Waldispühl School of Computer Science McGill University Based on slides from M. Langer (McGill) Recap Network Flows G = (V, E) directed. Each edge (u, v) has a capacity c(u, v) ≥ 0. If (u,v) Ï E, then c(u,v) = 0. Source vertex s, sink vertex t, assume s v […]
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COMP251: Network flows (1) Jérôme Waldispühl School of Computer Science McGill University Based on slides from M. Langer (McGill) & (Cormen et al., 2009) Flow Network G = (V, E) directed. Each edge (u, v) has a capacity c(u, v) ≥ 0. If (u,v) Ï E, then c(u,v) = 0. Source vertex s, sink vertex
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Multi-agent Decision Making COMP 4418 – Assignment 3 Due 25 Nov. 2020, 15:00 Total Marks: 50 Late Penalty: 10 marks per day Worth: 15% of the course Consider a resource allocation setting in which indivisible items are to be allocated to agents, and agents have positive and additive utilities over the items. Prove or disprove
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An Introduction to Modern GPU Architecture Ashu Rege Director of Developer Technology Agenda • Evolution of GPUs • Computing Revolution • Stream Processing • Architecture details of modern GPUs Evolution of GPUs Evolution of GPUs (1995-1999) • 1995 – NV1 • 1997 – Riva 128 (NV3), DX3 • 1998 – Riva TNT (NV4), DX5 •
Introduction to OpenCL Cliff Woolley, NVIDIA Developer Technology Group Welcome to the OpenCL Tutorial! OpenCL Platform Model OpenCL Execution Model Mapping the Execution Model onto the Platform Model Introduction to OpenCL Programming Additional Information and Resources OpenCL is a trademark of Apple, Inc. Design Goals of OpenCL Use all computational resources in the system
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Assignment 2 EECS 3401 A November 6, 2020 This assignment is due on November 22 at 23:59. Late submissions will not be accepted. Introduction In this assignment, you are going to implement a solver to the N-Puzzle (a generalized version of the 8- and 15-Puzzle discussed in class) using three different search algorithms: A* ,
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Part 5: OpenCLTM C Language Features Built-in Functions 37 OpenCLTM C Language Derived from ISO C99 No standard C99 headers, function pointers, recursion, variable length arrays, and bit fields Additions to the language for parallelism Work-items and workgroups Vector types Synchronization Address space qualifiers Optimized image access Built-in functions 38 Address
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MA 242 Review Topics This outline of the course topics is meant to serve as a guide for what topics to study as you prepare for the final exam. We recommend that you look back at your notes, the videos, Webassign, worksheets, and textbook to review each topic and remember/summarize what the key formulas, skills,
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Economics 430 Lecture 6 Characterizing Cycles ARMA Models 1 Today’s Class • Review of the MA(q) Process • Review of the AR(p) Process • Seasonal AR(p) Model: S-AR(p) • Seasonal MA(q) Model: S-MA(q) • Rational Distributed Lags • Autoregressive Moving Average (ARMA) Models • R Example • Full model: Trend + Seasonal + Cycle(s) •
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Economics 430 Lecture 5 Characterizing Cycles Autoregressive Models 1 Today’s Class • Cycles • Autoregressive (AR) Models – The AR(1) Process – The AR(2) Process – The AR(p) Process • Chain Rule for Forecasting • R Example 2 Cycles 1 of 3 • Def: Cycle = Time series pattern of periodic fluctuations. – Deterministic: Common
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