2 Copyright 2009 Pearson Education Taiwan 1 1 Slides: 39 Download presentation 業 程與管理 第 2版 作業研究 Copyright © 2009 Pearson Education Taiwan 1 -1 大綱 n n 9 -1 9 -2 9 -3 9 -4 前言 線性規劃簡介 網路分析簡介 等候理論簡介 Copyright © 2009 Pearson Education Taiwan 2 9 -2 -1 線性規劃之定義 (3/4) 線性規劃的列題方式: Maximize/Minimize Subject to Copyright © 2009 Pearson Education Taiwan 9 9 -2 -2 圖解法求解兩變數的線性規劃問題: Copyright © 2009 Pearson Education Taiwan 11 9 -3 -2 運輸模式(2/5) n 運輸模式之網路圖形 Copyright © 2009 Pearson Education Taiwan 17 9 -3 -2 運輸模式(4/5) 假定全部供應量等於全部需求數量,即 則該運輸問題是一種平衡運輸模式(Balanced Transportation Model)此時該模式可表為: Minimize n Subject to Copyright © 2009 Pearson Education Taiwan 19 9 -3 -4 指派問題(3/4) n 其指派問題的模式為: Copyright © 2009 Pearson Education Taiwan 25 9 -4 -1 何謂等候系統(2/3) n 等候系統網路圖 Copyright © 2009 Pearson Education Taiwan 28 Copyright 2009 pearson education incCopyright 2009 pearson education incCopyright 2009 pearson education incCopyright 2009 pearson education inc2009 pearson education incCopyright 2009 pearson education inc2009 pearson education inc2009 pearson education inc2009 pearson education incPearson education 20092009 pearson education inc2009 pearson education incPearson education ltdCopyright by pearson education inc. answersCopyright 2010 pearson education inc2018 pearson education inc2014 pearson education incCopyright 2010 pearson education incCopyright 2010 pearson education incCopyright by pearson education inc. answers2008 pearson education incCopyright pearson education incCopyright 2010 pearson education incCopyright 2010 pearson education incCopyright 2010 pearson education inc2010 pearson education incCopyright 2010 pearson education incCopyright 2010 pearson education incPearson education inc all rights reservedCopyright pearson education inc2011 pearson education inc2011 pearson education incPearson education inc publishing as pearson prentice hallPearson 20122008 pearson prentice hall incInternational color consortiumDell all rights reserved copyright 2009Diffrazione luce zanichelliCopyright 2009Irraggiamento zanichelli