运筹学导论

运筹学导论
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作者: (Hamdy A.Taha)
2007-07
版次: 1
ISBN: 9787115160652
定价: 59.00
装帧: 平装
开本: 其他
纸张: 其他
页数: 994页
正文语种: 英语
分类: 自然科学
31人买过
  •   《运筹学导论:高级篇(英文版·第8版)》是运筹学方面的经典著作之一,为全球众多高校采用。高级篇共12章,内容包括高级线性规划、概率论基础复习、概率库存模型、模拟模型、马尔可夫链、经典最优化理论、非线性规划算法、网络和线性规划算法进阶、预测模型、概率动态规划、马尔可夫决策过程、案例分析等,并附有统计表、部分习题的解答、向量和矩阵复习及案例研究。
      《运筹学导论:高级篇(英文版·第8版)》可供经管类专业和数学专业研究生以及MBA作为教材或者参考书,也可供相关研究人员参考。   HamdyA.Taha美国阿肯色大学荣休教授,世界知名运筹学家,曾在全球各地教和担任顾问,同时拥有非常丰富的教学研究和实践经验。他在ManagementScience和OperationsResearch等世界顶级学术刊物上发表了大量论文。 Chapter13 AdvancedLinearProgramming
    13.1 SimplexMethodFundamentals
    13.1.1 FromExtremePointstoBasicSolutions
    13.1.2 GeneralizedSimplexTableauinMatrixForm
    13.2 RevisedSimplexMethod
    13.2.1 DevelopmentoftheOptimalityandFeasibilityConditions
    13.2.2 RevisedSimplexAlgorithm
    13.3 Bounded-VariablesAlgorithm
    13.4 Duality
    13.4.1 MatrixDefinitionoftheDualProblem
    13.4.2 OptimalDualSolution
    13.5 ParametricLinearProgramming
    13.5.1 ParametricChangesinC
    13.5.2 ParametricChangesinb
    References

    Chapter14 ReviewofBasicProbability
    14.1 LawsofProbability
    14.1.1 AdditionLawofProbability
    14.1.2 ConditionalLawofProbability
    14.2 RandomVariablesandProbabilityDistributions
    14.3 ExpectationofaRandomVariable
    14.3.1 MeanandVariance(StandardDeviation)ofaRandomVariable
    14.3.2 MeanandVarianceofJointRandomVariables
    14.4 FourCommonProbabilityDistributions
    14.4.1 BinomialDistribution
    14.4.2 PoissonDistribution
    14.4.3 NegativeExponentialDistribution
    14.4.4 NormalDistribution
    14.5 EmpiricalDistributions
    References

    Chapter15 ProbabilisticInventoryModels
    15.1 ContinuousReviewModels
    15.1.1 “Probabilitized”EOQModel
    15.1.2 ProbabilisticEOQModel
    15.2 Single-PeriodModels
    15.2.1 No-SetupModel(NewsvendorModel)
    15.2.2 SetupModel(s-SPolicy)
    15.3 MultiperiodModel
    References

    Chapter16 SimulationModeling
    16.1 MonteCarloSimulation
    16.2 TypesofSimulation
    16.3 ElementsofDiscrete-EventSimulation
    16.3.1 GenericDefinitionofEvents
    16.3.2 SamplingfromProbabilityDistributions
    16.4 GenerationofRandomNumbers
    16.5 MechanicsofDiscreteSimulation
    16.5.1 ManualSimulationofaSingle-ServerModel
    16.5.2 Spreadsheet-BasedSimulationoftheSingle-ServerModel
    16.6 MethodsforGatheringStatisticalObservations
    16.6.1 SubintervalMethod
    16.6.2 ReplicationMethod
    16.6.3 Regenerative(Cycle)Method
    16.7 SimulationLanguages
    References

    Chapter17 MarkovChains
    17.1 DefinitionofaMarkovChain
    17.2 Absoluteandn-StepTransitionProbabilities
    17.3 ClassificationoftheStatesinaMarkovChain
    17.4 Steady-StateProbabilitiesandMeanReturnTimesofErgodicChains
    17.5 FirstPassageTime
    17.6 AnalysisofAbsorbingStates
    References

    Chapter18 ClassicalOptimizationTheory
    18.1 UnconstrainedProblems
    18.1.1 NecessaryandSufficientConditions
    18.1.2 TheNewton-RaphsonMethod
    18.2 ConstrainedProblems
    18.2.1 EqualityConstraints
    18.2.2 InequalityConstraints-Karush-Kuhn-Tucker(KKT)Conditions
    References

    Chapter19 NonlinearProgrammingAlgorivthms
    19.1 UnconstrainedAlgorithms
    19.1.1 DirectSearchMethod
    19.1.2 GradientMethod
    19.2 ConstrainedAlgorithms
    19.2.1 SeparableProgramming
    19.2.2 QuadraticProgramming
    19.2.3 Chance-ConstrainedProgramming
    19.2.4 LinearCombinationsMethod
    References

    Chapter20 AdditionalNetworkandLPAlgorithms
    20.1 Minimum-CostCapacitatedFlowProblem
    20.1.1 NetworkRepresentation
    20.1.2 LinearProgrammingFormulation
    20.1.3 CapacitatedNetworkSimplexAlgorithm
    20.2 DecompositionAlgorithm
    20.3 KarmarkarInterior-PointMethod
    20.3.1 BasicIdeaoftheInterior-PointAlgorithm
    20.3.2 Interior-PointAlgorithm
    References

    Chapter21 ForecastingModels
    21.1 MovingAverageTechnique
    21.2 ExponentialSmoothing
    21.3 Regression
    References

    Chapter22 ProbabilisticDynamicProgramming
    22.1 AGameofChance
    22.2 InvestmentProblem
    22.3 MaximizationoftheEventofAchievingaGoal
    References

    Chapter23 MarkovianDecisionProcess
    23.1 ScopeoftheMarkovianDecisionProblem
    23.2 Finite-StageDynamicProgrammingModel
    23.3 Infinite-StageModel
    23.3.1 ExhaustiveEnumerationMethod
    23.3.2 PolicyIterationMethodWithoutDiscounting
    23.3.3 PolicyIterationMethodwithDiscounting
    23.4 LinearProgrammingSolution
    References

    Chapter24 CaseAnalysis
    Case1:AirlineFuelAllocationUsingOptimumTankering
    Case2:OptimizationofHeartValvesProduction
    Case3:SchedulingAppointmentsatAustralianTouristCommissionTradeEvents
    Case4:SavingFederalTravelDollars
    Case5:OptimalShipRoutingandPersonnelAssignmentforNavalRecruitmentinThailand
    Case6:AllocationofOperatingRoomTimeinMountSinaiHospital
    Case7:OptimizingTrailerPayloadsatPFGBuildingGlass
    Case8:OptimizationofCrosscuttingandLogAllocationatWeyerhaeuser
    Case9:LayoutPlanningforaComputerIntegratedManufacturing(CIM)Facility Case10:BookingLimitsinHotelReservations
    Case11:CaseysProblem:InterpretingandEvaluatingaNewTest
    Case12:OrderingGolfersontheFinalDayofRyderCupMatches
    Case13:InventoryDecisionsinDellsSupplyChain
    Case14:AnalysisofanInternalTransportSysteminaManufacturingPlant
    Case15:TelephoneSalesManpowerPlanningatQantasAirways
    AppendixB StatisticalTables
    AppendixC PartialSolutionstoAnswersProblems
    AppendixD ReviewofVectorsandMatrices
    D.1 Vectors
    D.1.1 DefinitionofaVector
    D.1.2 Addition(Subtraction)ofVectors
    D.1.3 MultiplicationofVectorsbyScalars
    D.1.4 LinearlyIndependentVectors
    D.2 Matrices
    D.2.1 DefinitionofaMatrix
    D.2.2 TypesofMatrices
    D.2.3 MatrixArithmeticOperations
    D.2.4 DeterminantofaSquareMatrix
    D.2.5 NonsingularMatrix
    D.2.6 InverseofaNonsingularMatrix
    D.2.7 MethodsofComputingtheInverseofMatrix
    D.2.8 MatrixManipulationsUsingExcel
    D.3 QuadraticForms
    D.4 ConvexandConcaveFunctions
    Problems
    SelectedReferences
    AppendixECaseStudies
  • 内容简介:
      《运筹学导论:高级篇(英文版·第8版)》是运筹学方面的经典著作之一,为全球众多高校采用。高级篇共12章,内容包括高级线性规划、概率论基础复习、概率库存模型、模拟模型、马尔可夫链、经典最优化理论、非线性规划算法、网络和线性规划算法进阶、预测模型、概率动态规划、马尔可夫决策过程、案例分析等,并附有统计表、部分习题的解答、向量和矩阵复习及案例研究。
      《运筹学导论:高级篇(英文版·第8版)》可供经管类专业和数学专业研究生以及MBA作为教材或者参考书,也可供相关研究人员参考。
  • 作者简介:
      HamdyA.Taha美国阿肯色大学荣休教授,世界知名运筹学家,曾在全球各地教和担任顾问,同时拥有非常丰富的教学研究和实践经验。他在ManagementScience和OperationsResearch等世界顶级学术刊物上发表了大量论文。
  • 目录:
    Chapter13 AdvancedLinearProgramming
    13.1 SimplexMethodFundamentals
    13.1.1 FromExtremePointstoBasicSolutions
    13.1.2 GeneralizedSimplexTableauinMatrixForm
    13.2 RevisedSimplexMethod
    13.2.1 DevelopmentoftheOptimalityandFeasibilityConditions
    13.2.2 RevisedSimplexAlgorithm
    13.3 Bounded-VariablesAlgorithm
    13.4 Duality
    13.4.1 MatrixDefinitionoftheDualProblem
    13.4.2 OptimalDualSolution
    13.5 ParametricLinearProgramming
    13.5.1 ParametricChangesinC
    13.5.2 ParametricChangesinb
    References

    Chapter14 ReviewofBasicProbability
    14.1 LawsofProbability
    14.1.1 AdditionLawofProbability
    14.1.2 ConditionalLawofProbability
    14.2 RandomVariablesandProbabilityDistributions
    14.3 ExpectationofaRandomVariable
    14.3.1 MeanandVariance(StandardDeviation)ofaRandomVariable
    14.3.2 MeanandVarianceofJointRandomVariables
    14.4 FourCommonProbabilityDistributions
    14.4.1 BinomialDistribution
    14.4.2 PoissonDistribution
    14.4.3 NegativeExponentialDistribution
    14.4.4 NormalDistribution
    14.5 EmpiricalDistributions
    References

    Chapter15 ProbabilisticInventoryModels
    15.1 ContinuousReviewModels
    15.1.1 “Probabilitized”EOQModel
    15.1.2 ProbabilisticEOQModel
    15.2 Single-PeriodModels
    15.2.1 No-SetupModel(NewsvendorModel)
    15.2.2 SetupModel(s-SPolicy)
    15.3 MultiperiodModel
    References

    Chapter16 SimulationModeling
    16.1 MonteCarloSimulation
    16.2 TypesofSimulation
    16.3 ElementsofDiscrete-EventSimulation
    16.3.1 GenericDefinitionofEvents
    16.3.2 SamplingfromProbabilityDistributions
    16.4 GenerationofRandomNumbers
    16.5 MechanicsofDiscreteSimulation
    16.5.1 ManualSimulationofaSingle-ServerModel
    16.5.2 Spreadsheet-BasedSimulationoftheSingle-ServerModel
    16.6 MethodsforGatheringStatisticalObservations
    16.6.1 SubintervalMethod
    16.6.2 ReplicationMethod
    16.6.3 Regenerative(Cycle)Method
    16.7 SimulationLanguages
    References

    Chapter17 MarkovChains
    17.1 DefinitionofaMarkovChain
    17.2 Absoluteandn-StepTransitionProbabilities
    17.3 ClassificationoftheStatesinaMarkovChain
    17.4 Steady-StateProbabilitiesandMeanReturnTimesofErgodicChains
    17.5 FirstPassageTime
    17.6 AnalysisofAbsorbingStates
    References

    Chapter18 ClassicalOptimizationTheory
    18.1 UnconstrainedProblems
    18.1.1 NecessaryandSufficientConditions
    18.1.2 TheNewton-RaphsonMethod
    18.2 ConstrainedProblems
    18.2.1 EqualityConstraints
    18.2.2 InequalityConstraints-Karush-Kuhn-Tucker(KKT)Conditions
    References

    Chapter19 NonlinearProgrammingAlgorivthms
    19.1 UnconstrainedAlgorithms
    19.1.1 DirectSearchMethod
    19.1.2 GradientMethod
    19.2 ConstrainedAlgorithms
    19.2.1 SeparableProgramming
    19.2.2 QuadraticProgramming
    19.2.3 Chance-ConstrainedProgramming
    19.2.4 LinearCombinationsMethod
    References

    Chapter20 AdditionalNetworkandLPAlgorithms
    20.1 Minimum-CostCapacitatedFlowProblem
    20.1.1 NetworkRepresentation
    20.1.2 LinearProgrammingFormulation
    20.1.3 CapacitatedNetworkSimplexAlgorithm
    20.2 DecompositionAlgorithm
    20.3 KarmarkarInterior-PointMethod
    20.3.1 BasicIdeaoftheInterior-PointAlgorithm
    20.3.2 Interior-PointAlgorithm
    References

    Chapter21 ForecastingModels
    21.1 MovingAverageTechnique
    21.2 ExponentialSmoothing
    21.3 Regression
    References

    Chapter22 ProbabilisticDynamicProgramming
    22.1 AGameofChance
    22.2 InvestmentProblem
    22.3 MaximizationoftheEventofAchievingaGoal
    References

    Chapter23 MarkovianDecisionProcess
    23.1 ScopeoftheMarkovianDecisionProblem
    23.2 Finite-StageDynamicProgrammingModel
    23.3 Infinite-StageModel
    23.3.1 ExhaustiveEnumerationMethod
    23.3.2 PolicyIterationMethodWithoutDiscounting
    23.3.3 PolicyIterationMethodwithDiscounting
    23.4 LinearProgrammingSolution
    References

    Chapter24 CaseAnalysis
    Case1:AirlineFuelAllocationUsingOptimumTankering
    Case2:OptimizationofHeartValvesProduction
    Case3:SchedulingAppointmentsatAustralianTouristCommissionTradeEvents
    Case4:SavingFederalTravelDollars
    Case5:OptimalShipRoutingandPersonnelAssignmentforNavalRecruitmentinThailand
    Case6:AllocationofOperatingRoomTimeinMountSinaiHospital
    Case7:OptimizingTrailerPayloadsatPFGBuildingGlass
    Case8:OptimizationofCrosscuttingandLogAllocationatWeyerhaeuser
    Case9:LayoutPlanningforaComputerIntegratedManufacturing(CIM)Facility Case10:BookingLimitsinHotelReservations
    Case11:CaseysProblem:InterpretingandEvaluatingaNewTest
    Case12:OrderingGolfersontheFinalDayofRyderCupMatches
    Case13:InventoryDecisionsinDellsSupplyChain
    Case14:AnalysisofanInternalTransportSysteminaManufacturingPlant
    Case15:TelephoneSalesManpowerPlanningatQantasAirways
    AppendixB StatisticalTables
    AppendixC PartialSolutionstoAnswersProblems
    AppendixD ReviewofVectorsandMatrices
    D.1 Vectors
    D.1.1 DefinitionofaVector
    D.1.2 Addition(Subtraction)ofVectors
    D.1.3 MultiplicationofVectorsbyScalars
    D.1.4 LinearlyIndependentVectors
    D.2 Matrices
    D.2.1 DefinitionofaMatrix
    D.2.2 TypesofMatrices
    D.2.3 MatrixArithmeticOperations
    D.2.4 DeterminantofaSquareMatrix
    D.2.5 NonsingularMatrix
    D.2.6 InverseofaNonsingularMatrix
    D.2.7 MethodsofComputingtheInverseofMatrix
    D.2.8 MatrixManipulationsUsingExcel
    D.3 QuadraticForms
    D.4 ConvexandConcaveFunctions
    Problems
    SelectedReferences
    AppendixECaseStudies
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