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Summary
Summary
Corporate managers who face both strategic uncertainty and market uncertainty confront a classic trade-off between commitment and flexibility. They can stake a claim by making a large capital investment today, influencing their rivals' behavior, or they can take a "wait and see" approach to avoid adverse market consequences tomorrow. In Competitive Strategy , Benoît Chevalier-Roignant and Lenos Trigeorgis describe an emerging paradigm that can quantify and balance commitment and flexibility, "option games," by which the decision-making approaches of real options and game theory can be combined.
The authors first discuss prerequisite concepts and tools from basic game theory, industrial organization, and real options analysis, and then present the new approach in discrete time and later in continuous time. Their presentation of continuous-time option games is the first systematic coverage of the topic and fills a significant gap in the existing literature.
Competitive Strategy provides a rigorous yet pragmatic and intuitive approach to strategy formulation. It synthesizes research in the areas of strategy, economics, and finance in a way that is accessible to readers not necessarily expert in the various fields involved.
Author Notes
Benoit Chevalier-Roignant has been an industry consultant and holds a PhD from WHU in Germany. Lenos Trigeorgis is the Bank of Cyprus Chair Professor of Finance in the School of Economics and Management at the University of Cyprus and Visiting Professor of Finance at the London Business School. He is the author of Real Options (MIT Press, 1995), Strategic Investment , and other books.
Table of Contents
Glossary | p. xi |
Symbols | p. xix |
Foreword | p. xxiii |
Preface | p. xxv |
1 The Strategy Challenge | p. 1 |
1.1 The Changing Corporate Environment | p. 3 |
1.2 What Is Strategy? | p. 10 |
1.3 Two Complementary Perspectives on Strategy | p. 15 |
1.3.1 Corporate Finance and Strategy | p. 15 |
1.3.2 Game Theory arid Strategy | p. 20 |
1.4 An Integrative Approach to Strategy | p. 35 |
1.5 Overview and Organization of the Book | p. 41 |
Conclusion | p. 43 |
Selected References | p. 43 |
I Strategy, Games, and Options | p. 45 |
2 Strategic Management and Competitive Advantage | p. 47 |
2.1 Strategic Management Paradigms | p. 48 |
2.1.1 External View of the Firm | p. 48 |
2.1.2 Internal View of the Firm | p. 50 |
2.2 Industry and Competitive Analysis | p. 50 |
2.2.1 Macroeconomic Analysis | p. 57 |
2.2.2 Industry Analysis: Structure-Conduct-Performance Paradigm | p. 58 |
2.2.3 Porter's Industry and Competitive (Five-Forces) Analysis | p. 59 |
2.3 Creating and Sustaining Competitive Advantage | p. 66 |
2.3.1 Value Creation | p. 66 |
2.3.2 Generic Competitive Strategies | p. 70 |
2.3.3 Sustaining Competitive Advantage | p. 72 |
Conclusion | p. 73 |
Selected References | p. 74 |
3 Market Structure Games: Static Approaches | p. 75 |
3.1 Monopoly | p. 76 |
3.2 Duopoly | p. 81 |
3.2.1 Bertrand Price Competition | p. 86 |
3.2.2 Cournot Quantity Competition | p. 92 |
3.2.3 Strategic Substitutes versus Complements | p. 97 |
3.3 Oligopoly and Perfect Quantity Competition | p. 99 |
3.4 Market Structure under Incomplete Information | p. 102 |
Conclusion | p. 107 |
Selected References | p. 107 |
4 Market Structure Games: Dynamic Approaches | p. 109 |
4.1 Commitment Strategy | p. 110 |
4.1.1 Concept of Commitment | p. 111 |
4.1.2 Taxonomy of Commitment Strategies | p. 118 |
4.1.3 Sequential Stackelberg Game | p. 131 |
4.2 Bargaining and Cooperation | p. 135 |
4.2.1 Bargaining | p. 135 |
4.2.2 Cooperation between Cournot Duopolists in Repeated Games | p. 138 |
4.2.3 Co-opetition: Sometimes Compete and Sometimes Cooperate? | p. 147 |
Conclusion | p. 151 |
Selected References | p. 151 |
5 Uncertainty, Flexibility, and Real Options | p. 153 |
5.1 Strategic Investment under Uncertainty-The Electricity Sector | p. 154 |
5.1.1 Need for New Investment in Europe | p. 154 |
5.1.2 Sources of Uncertainty | p. 156 |
5.1.3 Generation Technologies and Business Risk Exposure | p. 159 |
5.2 Common Real Options | p. 162 |
5.3 Basic Option Valuation | p. 169 |
5.3.1 Discrete-Time Option Valuation | p. 176 |
5.3.2 Continuous-Time Options Analysis | p. 184 |
Conclusion | p. 189 |
Selected References | p. 189 |
Appendix 5A Multistep Cox-Ross-Rubinstein (CRR) Option Pricing | p. 190 |
II Option Games: Discrete-Time Analysis | p. 193 |
6 An Integrative Approach to Strategy: Option Games | p. 195 |
6.1 Key Managerial Issues: Optimal Timing and Flexibility versus Commitment | p. 196 |
6.1.1 Optimal Investment Timing under Uncertainty | p. 196 |
6.1.2 The Trade-off between Flexibility and Commitment | p. 197 |
6.2 An Illustration of Option Games | p. 197 |
6.3 Patent-Fight Strategies | p. 206 |
6.4 An Application in the Mining/Chemicals Industry | p. 209 |
Conclusion | p. 217 |
Selected References | p. 217 |
7 Option to Invest | p. 219 |
7.1 Deferral Option of a Monopolist | p. 219 |
7.2 Quantity Competition under Uncertainty | p. 224 |
7.2.1 Cournot Duopoly | p. 224 |
7.2.2 Asymmetric Cournot Oligopoly | p. 235 |
7.3 Differentiated Bertrand Price Competition | p. 238 |
Conclusion | p. 240 |
Selected References | p. 242 |
8 Innovation Investment in Two-Stage Games | p. 243 |
8.1 Innovation and Spillover Effects | p. 243 |
8.2 Innovation and Patent Licensing | p. 253 |
8.2.1 Patent Licensing: Deterministic Case | p. 253 |
8.2.2 Patent Licensing under Uncertainty | p. 261 |
8.3 Goodwill/Advertising Strategies | p. 264 |
Conclusion | p. 271 |
Selected References | p. 272 |
III Option Games: Continuous-Time Models | p. 275 |
9 Monopoly: Investment and Expansion Options | p. 277 |
9.1 Option to Invest (Defer) by a Monopolist | p. 278 |
9.1.1 Deterministic Case | p. 281 |
9.1.2 Stochastic Case | p. 284 |
9.2 Option to Expand Capacity | p. 298 |
9.2.1 Additional (Lumpy) Capacity Investment | p. 299 |
9.2.2 Incremental Capacity Investment | p. 303 |
Conclusion | p. 306 |
Selected References | p. 307 |
Appendix 9A Contingent-Claims Analysis of the Option to Invest in Monopoly | p. 308 |
10 Oligopoly: Simultaneous Investment | p. 311 |
10.1 Oligopoly: Additional Capacity Investment | p. 312 |
10.1.1 Existing Market Model: Expansion Option | p. 312 |
10.1.2 New Market Model: Investment (Defer) Option | p. 314 |
10.2 Oligopoly: Incremental Capacity Investment | p. 317 |
10.3 Perfect Competition and Social Optimality | p. 322 |
Conclusion | p. 325 |
Selected References | p. 325 |
Appendix 10A Derivation Based on Dynamic Programming | p. 326 |
11 Leadership and Early-Mover Advantage | p. 331 |
11.1 A Basic Framework for Sequential Investment in a Duopoly | p. 331 |
11.2 Duopoly with Sequential Investment under Uncertainty | p. 339 |
11.3 Oligopoly with Sequential Investment under Uncertainty | p. 348 |
11.4 Option to Expand Capacity | p. 352 |
Conclusion | p. 357 |
Selected References | p. 357 |
12 Preemption versus Collaboration in a Duopoly | p. 359 |
12.1 Preemption versus Cooperation | p. 360 |
12.1.1 Preemption | p. 363 |
12.1.2 Cooperation in an Existing Market | p. 370 |
12.2 Option to Invest in a New Market under Uncertainty | p. 372 |
12.2.1 Symmetric Case | p. 373 |
12.2.2 Asymmetric Case | p. 379 |
12.2.3 Size of Competitive (Cost) Advantage | p. 382 |
12.3 Option to Expand an Existing Market | p. 389 |
12.3.1 Symmetric Case | p. 389 |
12.3.2 Asymmetric Case | p. 393 |
Conclusion | p. 395 |
Selected References | p. 396 |
Appendix 12A Strategy Space and Solution Concept | p. 397 |
Appendix 12B Perfect Equilibrium in Deterministic Setting | p. 398 |
Appendix 12C Perfect Equilibrium in Stochastic Setting | p. 400 |
13 Extensions and Other Applications | p. 403 |
13.1 Exogenous Competition and Random Entry | p. 404 |
13.2 Real-Estate Development | p. 405 |
13.3 R&D and Patenting Applications | p. 407 |
13.4 Investment with Information Asymmetry | p. 411 |
13.5 Exit Strategies | p. 415 |
13.6 Optimal Capacity Utilization | p. 417 |
13.7 Lumpy Capacity Expansion (Repeated) | p. 419 |
13.8 Other Extensions and Applications | p. 421 |
Conclusion | p. 423 |
Selected References | p. 423 |
Appendix: Basics of Stochastic Processes | p. 425 |
A.1 Continuous-Time Stochastic Processes | p. 426 |
A.1.1 Brownian Motion | p. 427 |
A.1.2 Mean-Reversion Process | p. 438 |
A.1.3 General Itô Processes | p. 440 |
A.2 Forward Net Present Value | p. 441 |
A.3 First-Hitting Time and Expected Discount Factor | p. 447 |
A.3.1 Exercise Timing and First-Hitting Time | p. 447 |
A.3.2 Expected Discount Factor | p. 448 |
A.3.3 Profit-Flow Stream with Stochastic Termination | p. 452 |
A.4 Optimal Stopping | p. 453 |
Conclusion | p. 458 |
Selected References | p. 458 |
References | p. 461 |
Index | p. 473 |