Extent: | 1 online resource (296 pages) |
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Series: | |
Type of publication: | Book / Working Paper |
Language: | English |
Notes: | Description based on publisher supplied metadata and other sources. Title Page; Preface; Contents; Part 1. Real Options; Optimal Investment Under Liquidity Constraints; Introduction; Optimal Investment in Perfect Capital Markets; The Benchmark Model; Discussion; Optimal Stopping for a Cash-Constrained Firm; The Model; Value of the Firm with No Growth Option; Value of the Firm with a Growth Option; A Verification Theorem; Solution to Optimal Stopping Problem Fi; Fi as a Super Solution to HJB Equation (3.13); Future Works; Investment in High-Tech Industries: An Example from the LCD Industry; Introduction; The Investment Model with Geometric Brownian Motion Investment in LCD IndustryIndustry; Production Process; Data and Estimations; Industry Analysis; Conclusion; Appendix; Proof of Proposition 1; Proof of Proposition 2; Game Theoretic Real Options and Competition Risk; Introduction; General Set-Up of a Real Option Duopoly; Preemption Games; Markov Perfect Equilibrium; Firm Value and Welfare Implications; Conclusion; Real Options and Risk Aversion; Introduction; Model and Assumptions; Real Options and Investment Timing; The Benchmark Case: Risk Neutrality; Investment Timing and Risk Aversion; Model Implications Risk Aversion and the Option Value to WaitRisk Aversion and Project Value; Probability of Investment; Conclusion; Appendix; A General Result; Proofs; Real Options with Time and Scale Flexibility; Introduction; Flexibility in Time and Scale; Optimal Investment Strategy; Capital Accumulation Rule; Optimal Investment Timing; Specific Examples in Real Options Analysis; Example 1: Linear Revenue; Example 2: Cobb-Douglas Production Function; Example 3: Bounded Production; Conclusion; Appendices; Appendix A; Appendix B; Appendix C; Part 2. Ambiguity; Optimal Stopping Rule Meets Ambiguity IntroductionOptimal Stopping Under Ambiguity; Discrete Time Framework; Finite Time Horizon; Infinite Time Horizon; Continuous Time Framework; Aggregator and Examples; Value Process Under Ambiguity; Infinite Time Horizon; Comparative Analysis; Ambiguity and Optimal Rule; Risk Aversion; Markov Setting; Value function in Ambiguity; Comments and Extensions; Ambiguity and Ambiguity Aversion; Optimal Stopping Under Risk Measures; Conclusion; Appendix A: Optimal Stopping Related to Reflected BSDEs; Finite Time Horizon; Infinite Time Horizon Appendix B: Proofs of Results on the Problem of Optimal StoppingAppendix C: Proof of Results in Extensions; An Overview on the Principal-Agent Problems in Continuous Time; Introduction; Principal-Agent Problems Under Full Information; Principal-Agent Problems with Hidden Actions and Lump-Sum Payment; Principal-Agent Problems with Hidden Actions and Continuous Payment; Optimal Insurance Design Problem Under Knightian Uncertainty; Ambiguity Setting; Pareto-Efficient Insurance Design; Optimal Insurance Design from the Insured's Perspective; Pareto-Optimal Insurance Contract; Conclusion Nonlinear Expectation Theory and Stochastic Calculus Under Knightian Uncertainty |
ISBN: | 978-1-61499-238-7 ; 978-1-61499-237-0 ; 978-1-61499-237-0 |
Source: | ECONIS - Online Catalogue of the ZBW |
Persistent link: https://www.econbiz.de/10012689922