![]() ![]() To accompany Quantitative Analysis for Management, 9e by Render/Stair/Hanna 11-4 All three above mathematical programming models are used when some of the basic assumptions of LP are made more or less restrictive. Nonlinear programming is the case in which objectives or constraints are nonlinear. ![]() Goal programming is the extension of LP that permits more than one objective to be stated. To accompany Quantitative Analysis for Management, 9e by Render/Stair/Hanna 11-2ģ Chapter Outline 11.1 Introduction 11.2 Integer Programmingġ1.3 Modeling with 0-1 (Binary) Variables 11.4 Goal Programming 11.5 Nonlinear Programming To accompany Quantitative Analysis for Management, 9e by Render/Stair/Hanna 11-3Ĥ Introduction Integer programming is the extension of LP that solves problems requiring integer solutions. Formulate nonlinear programming problems and solve using Excel. Solve goal programming problems graphically and using a modified simplex technique. Apply the branch and bound method to solve integer programming problems. Understand and solve the three types of integer programming problems. Understand the difference between LP and integer programming. Presentation on theme: "Nonlinear Programming Prepared by Lee Revere and John Large"- Presentation transcript:ġ Nonlinear Programming Prepared by Lee Revere and John LargeĬhapter 11 Integer, Goal, and Nonlinear Programming Prepared by Lee Revere and John Large To accompany Quantitative Analysis for Management, 9e by Render/Stair/Hanna 11-1Ģ Learning Objectives Students will be able to: ![]()
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