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List of Tables | |
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List of Figures | |
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Preface | |
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Basic DEA Models | |
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Performance Evaluation, Tradeoffs, and DEA | |
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Envelopment Model | |
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Envelopment Models with Variable Returns to Scale | |
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Other Envelopment Models | |
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Envelopment Models in Spreadsheets | |
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Input-oriented VRS Envelopment Spreadsheet Model | |
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Using Solver | |
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Specifying the Target Cell | |
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Specifying Changing Cells | |
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Adding Constraints | |
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Non-Negativity and Linear Model | |
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Solving the Model | |
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Automating the DEA Calculation | |
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Calculating Slacks | |
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Other Input-oriented Envelopment Spreadsheet Models | |
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Output-oriented Envelopment Spreadsheet Models | |
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Multiplier Model | |
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Multiplier Models in Spreadsheets | |
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Slack-based Model | |
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Slack-based Models in Spreadsheets | |
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Measure-specific DEA Models | |
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Measure-specific Models | |
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Measure-specific Models in Spreadsheets | |
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Performance Evaluation of Fortune 500 Companies | |
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Identification of Best Practice Frontier | |
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Measure-specific Performance | |
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Benchmark Share | |
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Returns-to-Scale | |
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Introduction | |
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RTS Regions | |
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RTS Estimation | |
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VRS and CRS RTS Methods | |
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Improved RTS Method | |
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Spreadsheets for RTS Estimation | |
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Scale Efficient Targets | |
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RTS Classification Stability | |
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Input-oriented RTS Classification Stability | |
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Output-oriented RTS Classification Stability | |
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Spreadsheets for RTS Sensitivity Analysis | |
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Use of RTS Sensitivity Analysis | |
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DEA with Preference | |
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Non-radial DEA Models | |
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DEA with Preference Structure | |
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DEA/Preference Structure Models in Spreadsheets | |
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DEA and Multiple Objective Linear Programming | |
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Output-oriented DEA | |
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Input-oriented DEA | |
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Non-Orientation DEA | |
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Modeling Undesirable Measures | |
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Introduction | |
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Undesirable Outputs | |
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Undesirable Inputs | |
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Context-dependent Data Envelopment Analysis | |
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Introduction | |
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Stratification DEA Method | |
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Input-oriented Context-dependent DEA | |
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Attractiveness | |
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Progress | |
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Output-oriented Context-dependent DEA | |
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Benchmarking Models | |
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Introduction | |
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Variable-benchmark Model | |
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Fixed-benchmark Model | |
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Fixed-benchmark Model and Efficiency Ratio | |
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Minimum Efficiency Model | |
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Buyer-seller Efficiency Model | |
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Models for Evaluating Value Chains | |
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Value Chain Efficiency | |
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Measuring Information Technology's Indirect Impact | |
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IT Performance Model | |
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Efficiency of IT Utilization | |
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Supply Chain Efficiency | |
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Supply Chain as an Input-Output System | |
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Supply Chain Efficiency Model | |
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Measuring Supply Chain Performance | |
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Congestion | |
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Congestion Measure | |
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Congestion and Slacks | |
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Slack-based Congestion Measure | |
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Super Efficiency | |
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Super-efficiency DEA Models | |
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Infeasibility of Super-efficiency DEA Models | |
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Output-oriented VRS Super-efficiency Model | |
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Other Output-oriented Super-efficiency Models | |
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Input-oriented VRS Super-efficiency Model | |
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Other Input-oriented Super-efficiency Models | |
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Sensitivity Analysis and Its Uses | |
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Efficiency Sensitivity Analysis | |
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Stability Region | |
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Input Stability Region | |
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Output Stability Region | |
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Geometrical Presentation of Input Stability Region | |
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Infeasibility and Stability | |
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Simultaneous Data Change | |
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Sensitivity Analysis Under CRS | |
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Sensitivity Analysis under VRS | |
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Spreadsheet Models for Sensitivity Analysis | |
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Identifying Critical Performance Measures | |
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Identifying Critical Output Measures | |
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Identifying Critical Input Measures | |
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DEA Excel Solver | |
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DEA Excel Solver | |
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Data Sheet Format | |
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Envelopment Models | |
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Multiplier Models | |
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Slack-based Models | |
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Measure-specific Models | |
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Returns-to-Scale | |
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Non-radial Models | |
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Preference Structure Models | |
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Undesirable Measure Models | |
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Context-dependent DEA | |
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Variable-benchmark Models | |
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Fixed-benchmark Models | |
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Minimum Efficiency Models | |
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Value Chain Efficiency | |
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Congestion | |
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Weak Disposability Models | |
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Super Efficiency Models | |
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Sensitivity Analysis | |
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Free Disposal Hull (FDH) Models | |
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Malmquist Index | |
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Cost Efficiency, Revenue Efficiency and Profit Efficiency | |
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References | |
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Author Index | |
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Topic Index | |