'Mixed integer linear programming' presentation slideshows

Sustainable Electric Mobility: What are the Challenges ?

689 views • 57 slides

EE 553 Introduction to Optimization

EE 553 Introduction to Optimization. J. McCalley. Day-ahead. Electricity markets and tools. SCED. SCUC and SCED. BOTH LOOK LIKE THIS. SCED: x contains only continuous variables. SCUC: x contains discrete & continuous variables. Minimize f( x ). Real-time. subject to h ( x )= c

637 views • 49 slides

Location

Location. Where to put facilities? Transportation costs Rates and distances Volumes to be moved Other issues Market presence (speed to market) Fixed costs. 1-Dimensional Intuition. Customers. -6. -5. -4. -3. -2. -1. 0. 1. 2. 3. 4. 5. 6. Where to locate?.

444 views • 32 slides

Profile-Guided Microarchitectural Floorplanning for Deep Submicron Processor Design

Profile-Guided Microarchitectural Floorplanning for Deep Submicron Processor Design. Mongkol Ekpanyapong, Jacob R. Minz, Thaisiri Watewai*, Hsien-Hsin S. Lee, and Sung Kyu Lim Georgia Institute of Technology , * University of California at Berkeley. Computer Architecture Design

438 views • 32 slides

LocalSolver

LocalSolver . Mathematical programming by Local Search. T. Benoist, J. Darlay, B. Estellon, F. Gardi, R.Megel. LocalSolver . Why?. Practical observations. What is the most powerful tool provided by OR today? ? Mixed Integer Linear Programming (MIP) Simple and generic formalism

503 views • 30 slides

Facility Location

731 views • 28 slides

dKS, Spring 2009

dKS, Spring 2009. Some practical information. Lecturers: Kristoffer Arnsfelt Hansen and Peter Bro Miltersen. Homepage: www.daimi.au.dk/dKS Kompendium will be available in GAD after easter. Three compulsory assignments, hand in to your teaching assistant at the tutorial on time.

337 views • 23 slides

Introduction to Mixed Integer Linear Programming

Introduction to Mixed Integer Linear Programming. L. 1. 2. 3. LP formulation of Economic Dispatch. P 1 MIN. x 1. x 3. x 2. P 1 MAX. P 2 MAX. P 3 MAX. P 2 MIN. Objective function is linear All constraints are linear All variables are real

492 views • 21 slides

Ch 12: More Advanced Linear Programming Concepts and Methods

Ch 12: More Advanced Linear Programming Concepts and Methods. Applying Linear Programming to Those Investments in Which The Simplifying Assumptions of Basic LP Analysis Do Not Hold. Simple Application of L. P.

298 views • 16 slides

Integrality constraints

Integrality constraints. Integrality constraints are often extremely desirable when modeling problems as linear programs.

345 views • 15 slides

CPS 223

CPS 223. Linear programming, integer linear programming, mixed integer linear programming conitzer@cs.duke.edu. Example linear program. We make reproductions of two paintings. maximize 3x + 2y subject to 4x + 2y ? 16 x + 2y ? 8 x + y ? 5 x ? 0 y ? 0.

147 views • 14 slides

NAS-wide network modeling software for traffic flow management

NAS-wide network modeling software for traffic flow management. Alex Bayen Dengfeng Sun, Charles Robelin, Jessica Pannequin, Issam Strub Alaa Hilal, Elie ElKhoury, Ibtissam Ezzedine, Sam Yang, Abdul-Hamid Ghandour. University of California, Berkeley Department of Civil Engineering

251 views • 10 slides