ORES 601

A SURVEY COURSE IN OPERATIONS RESEARCH


 

Instructor Dr. Rhonda Aull Hyde

227 Townsend Hall, 831 - 1324

Primary Texts

ORES 601 Supplementary Book by R. A. Hyde (available at the Copy Maven)

Optional Texts

 

Objectives

 

Description

The 601/602 course sequence presents fundamental concepts, models, and techniques of operations research. The application of operations research models in disciplines such as agriculture, environmental studies, manufacturing, transportation, urban planning and various service industries, is emphasized. Selected readings from professional and academic literature that focus on the implementation/application of OR models are required. The following software will be used for computational needs: LINDO, GAMS.

Evaluation

Students will be evaluated on the basis of performance in the following categories:

Exam 1 (October 12) . . . . . . . . . . . . . . . . . . . 20%

Exam 2 (November 14) . . . . . . . . . . . . . . . . . 20%

Final Exam† . . . . . . . . . . . . . . . . . . . . . . . . . . 20%

Assignments . . . . . . . . . . . . . . . . . . . . . . . . . . 20%

Course LP Project . . . . . . . . . . . . . . . . . . . . . 20%

† Final Exam Date: See final exam schedule.

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ORES 601 SYLLABUS Fall 97

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Introduction (2) The evolution of operations research; The art of modeling.

Linear Programming (5) Graphical solution; Simplex method; Interpretation of the simplex tableau; Sensitivity analysis; Formulation of LP's with applications in manufacturing, agriculture and transportation.

Integer Programming (4) Cutting plane algorithm; Branch and bound; Formulation of general integer and integer 0/1 problems with applications in urban planning, location strategy, job scheduling, labor staffing and marketing.

Transportation Models (2) Application of these specialized LP models to production planning and assignment problems.

GAMS (2) Introduction to the GAMS language; Presentation of the GAMS tutorial and transportation models.

Networks (2) Minimal spanning tree; Shortest route problem; Max flow/minimum cut problem; Applications in reliability and equipment replacement.

Dynamic Programming (3) The network model; Backward and forward recursive formulations; Applications to the shortest route problem, workforce scheduling and reliability.

Inventory Policies (2) Basic EOQ/EPL Models; Multi-item models; Adaptation of EOQ to Just-in-Time (JIT) inventory systems

 

ORES 601 DAILY SCHEDULE FALL 97

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Aug 31 Thur Introduction/Course Overview

Sept 5 Tues The Evolution of Operations Research; Future of Operations Research

Sept 7 Thur Linear Programming - General Structure/Graphical Analysis

Sept 12 Tues Linear Programming - Graphical Sensitivity Analysis/Simplex Method

Sept 14 Thur Linear Programming - Simplex Method

Sept 19 Tues Linear Programming - Simplex Method/Using LINDO

Sept 21 Thur Linear Programming - Comprehensive Example

Sept 26 Tues Integer Programming - Formulation Examples

Sept 28 Thur Integer Programming - The Cutting Plane Algorithm

Oct 3 Tues Integer Programming - Cutting Plane Algorithm/Branch & Bound

Oct 5 Thur Integer Programming - Branch & Bound

Oct 10 Tues Transportation Models - General Structure/NWCR and VAM

Oct 12 Thur TEST 1 - Covers all material through October 5

Oct 17 Tues Transportation Models - Application to Production Planning

Oct 19 Thur GAMS - The Tutorial and a Transportation Problem

Oct 24 Tues GAMS - The Application to Production Planning (see Oct 17)

Oct 26 Thur Dynamic Programming - An Example on Capital Budgeting

Oct 31 Tues Dynamic Programming - Backward Formulations of DP Models

Nov 2 Thur Dynamic Programming - Application to Health Care, Reliability

Nov 7 Tues Networks - Minimal Spanning Tree/Shortest Route Algorithm

Nov 9 Thur Networks - Maximum Flow/Minimum Cut Principle

Nov 14 Tues Inventory Models - ABC Classification/General Characteristics

Nov 16 Thur TEST 2 - Covers all material through November 9

Nov 21 Tues Group Project Meetings

Nov 23 Thur No Class -- Thanksgiving Holiday

Nov 28 Tues Inventory Models - The Basic EOQ Model and Some Extensions

Nov 30 Thur Presentations of Course LP Project

Dec 5 Tues Presentations of Course LP Project

Dec 7 Thur Presentations of Course LP Project / Final Exam Review

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