Game theory with economic applications:
Gespeichert in:
| Hauptverfasser: | , |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
Reading, Mass. [u.a.]
Addison-Wesley
1998
|
| Ausgabe: | 2. ed. |
| Schriftenreihe: | The Addison-Wesley series in economics
|
| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XXI, 452 S. graph. Darst. |
| ISBN: | 0201847582 |
Internformat
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| 100 | 1 | |a Bierman, H. Scott |e Verfasser |4 aut | |
| 245 | 1 | 0 | |a Game theory with economic applications |c H. Scott Bierman ; Luis Fernandez |
| 250 | |a 2. ed. | ||
| 264 | 1 | |a Reading, Mass. [u.a.] |b Addison-Wesley |c 1998 | |
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Datensatz im Suchindex
| _version_ | 1804127581602054144 |
|---|---|
| adam_text | Titel: Game theory with economic applications
Autor: Bierman, Harold Scott
Jahr: 1998
Contents
Preface........................................................................................................xv
PARTI
Static Games with Complete Information............................................1
CHAPTERl
Nash Equilibrium..........................................................................................3
1.1 INTRODUCTION, 3
12 AN EXAMPLE: THE OIL DRILLING GAME, 5
1.3 CHRONOLOGICAL TIME AND GAME TIME, 8
1.4 DOMINANT STRATEGY EQUILIBRIUM, 9
15 ITERATED DOMINANT STRATEGY EQUILIBRIUM, 13
1.6 NASH EQUILIBRIUM, 14
1.7 FOCAL POINT EQUILIBRIUM, 17
1.8 EVOLUTIONARY EQUILIBRIUM, 19
1.9 GAMES WITH CONTINUOUS STRATEGIES, 21
1.10 SUMMARY, 24
1.11 FURTHER READING,· 25
1.12 DISCUSSION QUESTIONS/ 26
1.13 NEW TERMS/ 26
1.14 EXERCISES/ 27
GAME THEORY IN ACTION: Game Theory in the News, 5
CHAFTER2
Oligopoly....................................................................................................32
2.1 INTRODUCTION, 32
22 THE COURNOT GAME, 33
22.1 Isoproñt Curves and Best Response Functions, 35
2.22 Cournot-Nash Equilibrium, 38
223 Stronger Properties of the Cournot-Nash Equilibrium, 38
These sections appear at the end of each chapter.
vii
íÀû · Contents
22.4 Experimental Evidence, 41
223 Perfect Competition as the Limiting Case of the Coumot
Game, 43
23 THE BERTRAND GAME, 45
23.1 The Bertrand Game with Capacity Constraints, 46
Z4 CONTESTABLE MONOPOLY, 52
25 SUMMARY, 55
GAME THEORY IN ACTION: Avoiding the Prisoner s Dilemma, 42
CHAPTER3
Strategic Trade Policy...................................................................................60
3.1 INTRODUCTION, 60
3.2 IMPERFECT COMPETITION AND INTRAINDUSTRY TRADE, 61
3 3 EXPORT SUBSIDIES, 66
3.4 OPTIMAL EXPORT SUBSIDIES, 67
35 SUBSIDY WARS, 68
3.6 INCREASING RETURNS TO SCALE, 70
3.7 SUMMARY, 72
GAME THEORY IN ACTION: Strategic Trade Policy in Action:
Voluntary Export Restraints on Automobiles, 71
CHAPTER4
Property Rights and Efficiency .....................................................................76
4.1 INTRODUCTION, 76
4.2 UNDEFINED PROPERTY RIGHTS AND FISHING, 77
4.3 WELL-DEFINED PROPERTY RIGHTS AND THE COASE
THEOREM, 83
4.3.1 Resource Allocation by a Benevolent Dictator, 86
432 Resource Allocation When Property Rights Are Well Denned
and Bargaining Costs Are Zero, 87
43.3 Resource Allocation When Property Rights Are Well Defined
and Bargaining Costs Exist, 90
43.4 Bureaucracy versus the Market, 93
4.4 SUMMARY, 94
GAME THEORY IN ACTION: The Coase Theorem and Baseball, 93
CHAPTERS
Voting Games............................................. .................................................98
5.1 INTRODUCTION, 98
52 CHOOSING AMONG VOTING MECHANISMS, 99
53 MAJORITY RULE WITH TWO CHOICES, 101
5.4 PLURALITY RULE AND THE CONDORCET CANDIDATE, 104
55 A MODIFIED PLURALTTY RULE: THE SINGLE TRANSFERABLE
VOTE, 105
5.6 STRATEGIC VOTING WITH PLURALITY RULE, 109
5.6.1 The Naive Voting Model, ill
5.6.2 The Strategic Voting Model, 111
5.63 Other Equilibria, 113
5.6.4 A Concern: The Limits of Rationality, 114
Contents · ix
5.7 SUMMARY, 115
GAME THEORY IN ACTION: Verdict Voting, 106
PART II
Dynamic Games with Complete Information...........................119
CHAPTER6
Subgame Perfect Equilibrium................................................................121
6.1 INTRODUCTION, 121
62 AN EXAMPLE: SOFTWARE GAME I, 122
6.2.1 Game Trees, 124
622 Strategies, 127
6.2.3 Information, 127
62A Outcomes and Payoffs, 127
6.3 NASH EQUILIBRIUM AND BACKWARD INDUCTION, 128
6.4 THREATS AND CREDIBLE THREATS, 131
6.5 SUBGAMES AND SUBGAME PERFECT EQUILIBRIUM, 133
6.6 A SECOND EXAMPLE: SOFTWARE GAME Ð, 135
6.7 DYNAMIC GAMES WITH CONTINUOUS STRATEGIES: THE
STACKELBERG DUOPOLY GAME, 139
6.8 SUMMARY, 143
CHAPTER7
Bargaining..................................................................................................149
7.1 INTRODUCTION, 149
72 BARGAINING WITHOUT IMPATIENCE, 150
73, BARGAINING WITH SYMMETRIC IMPATIENCE, 151
7.4 BARGAINING WITH ASYMMETRIC IMPATIENCE, 153
7.4.1 A General Model of Bargaining with Impatience, 154
75 EXPERIMENTAL EVIDENCE ON SEQUENTIAL BILATERAL
BARGAINING, 158
7.6 A BARGAINING EXAMPLE: SHARING SUNK COSTS, 161
7.6.1 A More Specific Example, 162
7.7 SUMMARY, 164
CHAPTER8
Time-Consistent Macroeconomic Policy.......................................................167
8.1 INTRODUCTION, 167
82 INFLATION, 168
83 A SIMPLE MACROECONOMIC MODEL, 169
83.1 Identities, 171
83.2 Actions and Order of Play, 172
8.33 Strategies, 173
83.4 Payoffs, 173
? · Contents
83.5 Equilibrium, 175
8.3.6 A Numerical Example, 177
8.4 ONE SOLUTION TO THE CENTRAL BANK S PROBLEM:
PRECOMMTTMENT, 180
8.5 SUMMARY, 181
GAME THEORY IN ACTION: How Chairman Volker Changed
Inflationary Expectations, 170
GAME THEORY IN ACTION: Optimal Central Bank
Performance, 180
CHAPTER9
Repeated Games and Dynamic Competition.................................................185
9.1 INTRODUCTION, 185
9.2 EXAMPLE: DUOPOLY REVISITED, 187
93 FINITELY REPEATED GAMES, 191
9.4 AFIRSTMODmCATIOttPRECOMMITMENT, 194
95 A SECOND MODIFICATION: DISCOUNTING THE FUTURE, 196
9.5.1 A Noncooperative Equilibrium, 198
9.5.2 A Cooperative Equilibrium, 198
9.5.3 And Now the Bad News: The Folk Theorem, 200
9.6 THE BERTRAND GAME REVETTED, 201
9.7 SUMMARY, 202
GAME THEORY IN ACTION: Cooperation in the Trenches of
World War I, 193
PART III
Games with Uncertain Outcomes.....................................................205
CHAPTER 10
Uncertainty and Expected Utility.................................................................207
10.1 INTRODUCTION, 207
10.2 EXOGENOUS UNCERTAINTY IN STATIC GAMES, 208
10.3 EXOGENOUS UNCERTAINTY IN DYNAMIC GAMES, 209
10.4 ENDOGENOUS UNCERTAINTY IN STATIC GAMES, 215
103 THE EXPECTED UTILITY HYPOTHESIS, 220
10.6 THE EXPECTED UTHÝTY THEOREM, 224
10.7 ATTITUDES TOWARD RISK, 227
10.8 SUMMARY, 232
CHAPTER 11
Moral Hazard and Incomplete Insurance.....................................................239
11.1 INTRODUCTION, 239
11.2 INSURANCE IN THE ABSENCE OF MORAL HAZARD, 241
113 INSURANCE IN THE PRESENCE OF MORAL HAZARD, 244
11.4 WELFARE EFFECTS OF MORAL HAZARD, 252
113 GOVERNMENT RESPONSES TO MARKET FAILURE IN THE
UNEMPLOYMENT INSURANCE MARKET, 253
Contents · xi
11.6 SUMMARY, 253
GAME THEORY IN ACTION: The S L Mess: Double Moral
Hazard, 250
CHAPTER 12
Moral Hazard and Involuntary Unemployment ...........................................256
12.1 INTRODUCTION, 256
122 A SIMPLE MODEL OF MORAL HAZARD IN THE LABOR
MARKET, 257
12.2.1 Moral Hazard and Incredible Promises, 263
12.3 COMPLETION OF THE MODEL: THE NECESSITY OF
INVOLUNTARY UNEMPLOYMENT, 265
12.4 SUMMARY, 267
GAME THEORY IN ACTION: Did Henry Ford Pay Efficiency
Wages?, 262
PART IV
Static Games with Incomplete Information.....................................271
CHAPTER 13
Bayesian Nash Equilibrium.........................................................................273
13.1 INTRODUCTION, 273
13.2 THE HARSANYI TRANSFORMATION, 275
133 MIXED STRATEGIES REINTERPRETED, 279
13.4 THE REVELATION PRINCIPLE AND GAME DESIGN, 282
13.5 SUMMARY, 284
CHAPTER 14
Auctions.....................................................................................................288
14.1 INTRODUCTION, 288
14.2 A PRIMER FOR AUCTIONEERS, 292
143 AUCTIONS WITH PERFECT INFORMATION, 293
14.4 SEALED-BID AUCTIONS WTTH INDEPENDENT PRIVATE
VALUES, 297
14.4.1 An Example, 298
145 ORAL AUCTIONS WITH INDEPENDENT PRIVATE
VALUES, 301
14.6 COMMON VALUE AUCTIONS AND THE WINNER S
CURSE, 303
14.6.1 Our Example Revisited, 303
14.7 THE EFFICIENCY OF AUCTIONS, 305
14.8 SUMMARY, 306
14.13 APPENDIX: A GUIDE TO WORKING WITH UNIFORMLY
DISTRIBUTED RANDOM VARIABLES, 312
GAME THEORY IN ACTION: Game Theorists Design a Historic
Auction for die FCC, 290
xii · Contents
PART V
Dynamic Games with Incomplete Information...............................315
CHAPTER 15
Perfect Bayesian Equilibrium.......................................................................317
15.1 INTRODUCTION, 317
15.2 INFORMATION SETS, 318
15.3 BAYES THEOREM, 321
15.4 PERFECT BAYESIAN EQUILIBRIUM, 325
15.5 SIGNALING GAMES, 329
15.5.1 Education as a Signal, 330
15.6 A SCREENING GAME, 336
15.7 SUMMARY, 337
15.12 APPENDIX: BAYES THOREM, 341
CHAPTER 16
Bargaining with Private Information............................................................342
16.1 INTRODUCTION, 342
16.2 BARGAINING WHEN THE UNINFORMED PLAYER MOVES
FIRST, 343
163 BARGAINING WHEN THE INFORMED PLAYER MOVES
FIRST, 346
16.4 BARGAINING WHEN DELAY IS AN OPTION, 355
16.5 SUMMARY, 364
GAME THEORY IN ACTION: How Well Do Strategic Bargaining
Models Explain Strike Data?, 363
CHAPTER 17
Corporate Takeovers and Greenmail............................................................371
17.1 INTRODUCTION, 371
17.2 THE CURRENT LEXICON AND CONVENTIONAL
WISDOM, 372
173 GREENMAIL WITHOUT WHITE KNIGHTS, 373
17.4 GREENMAIL WITH WHITE KNIGHTS, 378
175 SUMMARY, 381
GAME THEORY IN ACTION: Greenmail and Stockholder Well-
Being: Some Evidence, 378
CHAPTER 18
Adverse Selection and Credit Rationing.......................................................384
18.1 INTRODUCTION, 384
18.2 LENDING IN THE ABSENCE OF ADVERSE SELECTION, 386
183 ADVERSE SELECTION AND MONOPOLISTIC BANKING, 389
18.4 ADVERSE SELECTION AND BERTRAND BANKING
COMPETITION, 393
185 OTHER EXAMPLES OF ADVERSE SELECTION, 398
Contents · xiii
18.6 SUMMARY, 399
GAME THEORY IN ACTION: Credit Crunches and Lending
Risk, 397
CHAPTER 19
Limit Pricing and Entry Deterrence..............................................................402
19.1 INTRODUCTION, 402
19.2 BAIN S MODEL OF ENTRY LIMIT PRICING, 403
19.3 A GAME-THEORETIC LOOK AT LIMIT PRICING, 405
19.3.1 The Spence-Dixit Model of Entry Deterrence, 407
19.3.2 The Milgrom-Roberts Model of Entry Deterrence, 410
19.3.3 Finding a Separating Equilibrium, 415
19.3.4 Finding a Pooling Equilibrium, 417
19.4 SOME WELFARE IMPLICATIONS, 420
19.5 SUMMARY, 420
GAME THEORY IN ACTION: The Search for Predatory
Pricing, 406
CHAPTER 20
Cartel Enforcement.....................................................................................424
20.1 INTRODUCTION, 424
20.2 CARTEL ENFORCEMENT WITH PERFECT MONITORING, 425
20.3 CARTEL ENFORCEMENT WITH IMPERFECT
MONITORING, 426
20.3.1 The Game Tree, 427
20.3.2 Strategies, 428
20.33 Payoffs, 429
20.3.4 Some Equilibria, 430
2033 Calculating the Trigger Price Best Response Function, 432
20.3.6 The Optimal Cartel Agreement, 436
20.4 SUMMARY, 438
GAME THEORY IN ACTION: Cartel Enforcement in Real Life, 436
Index.........................................................................................................441
|
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| series2 | The Addison-Wesley series in economics |
| spelling | Bierman, H. Scott Verfasser aut Game theory with economic applications H. Scott Bierman ; Luis Fernandez 2. ed. Reading, Mass. [u.a.] Addison-Wesley 1998 XXI, 452 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier The Addison-Wesley series in economics Besliskunde gtt Economie gtt Jeux, Théorie des Onzekerheid gtt Prise de décision Speltheorie gtt Toepassingen gtt Wirtschaft Decision making Game theory Spieltheorie (DE-588)4056243-8 gnd rswk-swf Wirtschaftswissenschaften (DE-588)4066528-8 gnd rswk-swf (DE-588)4151278-9 Einführung gnd-content Spieltheorie (DE-588)4056243-8 s Wirtschaftswissenschaften (DE-588)4066528-8 s DE-604 Fernández, Luis F. Verfasser aut HBZ Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=008777595&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Bierman, H. Scott Fernández, Luis F. Game theory with economic applications Besliskunde gtt Economie gtt Jeux, Théorie des Onzekerheid gtt Prise de décision Speltheorie gtt Toepassingen gtt Wirtschaft Decision making Game theory Spieltheorie (DE-588)4056243-8 gnd Wirtschaftswissenschaften (DE-588)4066528-8 gnd |
| subject_GND | (DE-588)4056243-8 (DE-588)4066528-8 (DE-588)4151278-9 |
| title | Game theory with economic applications |
| title_auth | Game theory with economic applications |
| title_exact_search | Game theory with economic applications |
| title_full | Game theory with economic applications H. Scott Bierman ; Luis Fernandez |
| title_fullStr | Game theory with economic applications H. Scott Bierman ; Luis Fernandez |
| title_full_unstemmed | Game theory with economic applications H. Scott Bierman ; Luis Fernandez |
| title_short | Game theory with economic applications |
| title_sort | game theory with economic applications |
| topic | Besliskunde gtt Economie gtt Jeux, Théorie des Onzekerheid gtt Prise de décision Speltheorie gtt Toepassingen gtt Wirtschaft Decision making Game theory Spieltheorie (DE-588)4056243-8 gnd Wirtschaftswissenschaften (DE-588)4066528-8 gnd |
| topic_facet | Besliskunde Economie Jeux, Théorie des Onzekerheid Prise de décision Speltheorie Toepassingen Wirtschaft Decision making Game theory Spieltheorie Wirtschaftswissenschaften Einführung |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=008777595&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT biermanhscott gametheorywitheconomicapplications AT fernandezluisf gametheorywitheconomicapplications |