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Strategic Binary Choice Models with Partial Observability
作者:
Mark David Nieman
DOI:
10.5705/SS.202016.0294
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参考文章
(18)
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D. Mcfadden,
Conditional logit analysis of qualitative choice behavior
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2.
Quang H. Vuong,
Likelihood Ratio Tests for Model Selection and Non-Nested Hypotheses
Econometrica.
,vol. 57, pp. 307- 333 ,(1989) ,
10.2307/1912557
3.
Richard D. Mckelvey, Thomas R. Palfrey,
Quantal Response Equilibria for Extensive Form Games
Experimental Economics.
,vol. 1, pp. 9- 41 ,(1998) ,
10.1023/A:1009905800005
4.
Curtis S. Signorino,
Strategic Interaction and the Statistical Analysis of International Conflict
American Political Science Review.
,vol. 93, pp. 279- 297 ,(1999) ,
10.2307/2585396
5.
Jeffrey B. Lewis, Kenneth A. Schultz,
Revealing Preferences: Empirical Estimation of a Crisis Bargaining Game with Incomplete Information
Political Analysis.
,vol. 11, pp. 345- 367 ,(2003) ,
10.1093/PAN/MPG021
6.
Anne E. Sartori,
An Estimator for Some Binary‐Outcome Selection Models Without Exclusion Restrictions
Political Analysis.
,vol. 11, pp. 111- 138 ,(2003) ,
10.1093/PAN/MPG001
7.
Lucas Leemann,
Strategy and Sample Selection: A Strategic Selection Estimator
Political Analysis.
,vol. 22, pp. 374- 397 ,(2014) ,
10.1093/PAN/MPT026
8.
Dale J. Poirier,
Partial observability in bivariate probit models
Journal of Econometrics.
,vol. 12, pp. 209- 217 ,(1980) ,
10.1016/0304-4076(80)90007-X
9.
Richard D McKelvey, Thomas R Palfrey,
A Statistical Theory of Equilibrium in Games
The Japanese Economic Review.
,vol. 47, pp. 186- 209 ,(1996) ,
10.1111/J.1468-5876.1996.TB00043.X
10.
Curtis S. Signorino,
Structure and Uncertainty in Discrete Choice Models
Political Analysis.
,vol. 11, pp. 316- 344 ,(2003) ,
10.1093/PAN/MPG020
来源期刊
Statistica Sinica
2018 年,
Volume: 28, Issue: 4,
Page: 2089
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