Unbounded behaviorally consistent stopping rules

Springer Science and Business Media LLC - Tập 9 Số 3 - Trang 231-238 - 1994
Edi Karni1, Zvi Safra2
1Department of Economics, The Johns Hopkins University, Baltimore, USA
2Faculty of Management, Tel Aviv University, Tel Aviv, Israel

Tóm tắt

Từ khóa


Tài liệu tham khảo

Border, Kim C., and Uzi Segal. (1994). ?Dynamic Consistency Implies Expected Utility (Almost),?Journal of Economic Theory, 63, 170?188.

DeGroot, Morris. (1970).Optimal Statistical Decisions, New York: McGraw-Hill.

Dekel, Eddie, Safra Zvi, and Uzi Segal. (1991). ?Existence and Dynamic Consistency with Nonexpected Utility Preferences,?Journal of Economic Theory 55, 229?246.

Karni, Edi, and Zvi Safra. (1990). ?Behaviorally Consistent Optimal Stopping Rules,?Journal of Economic Theory 51, 391?402.

Karni, Edi, and David Schmeidler. (1991a). ?Utility Theory with Uncertainty.? In W. Hildenbrand and H. Sonnenschein (eds.),Handbook of Mathematical Economics, Vol. 4. Amsterdam: North Holland.

Karni, Edi, and David Schmeidler. (1991b). ?Atemporal Dynamic Consistency and Expected Utility Theory,?Journal of Economic Theory 54, 401?408.

Machina, Mark J. (1982). ?Expected Utility Analysis without the Independence Axiom,?Econometrica 50, 277?323.

Machina, Mark J. (1989). ?Dynamic Consistency and Nonexpected Utility Models of Choice Under Uncertainty,?Journal of Economics Literature 27, 1622?1668.

Nashed, M. Z. (1966). ?Some Remarks on Variations and Differentials,?American Mathematical Monthly 73, 63?76.

Segal, Uzi. (1990). ?Two Stage Lotteries without the Reduction Axiom,?Econometrica 58, 349?378.