Titlebook: Mathematical Utility Theory; Utility Functions, M Gerhard Herden,Norbert Knoche,Walter Trockel Conference proceedingsLatest edition Springe

最有利

Topologies on the Space of Economic Agentst the closed-convergence topology allows us to obtain results on the continuity of the budget correspondence, upper hemicontinuity of the demand correspondence, and continuity of the indirect-utility function. These results are applied to economies with an infinite degree of commodity differentiatio

Tonometry

The Heart and the Uncovered Seteak continuity assumption on preference) and Paretian and converges to the equilibrium set when the latter is nonempty. This paper examines an object called the heart of a voting rule. The heart is a “l(fā)ocal” version of (and therefore contains) the uncovered set. The two theorems of the paper show th

abject

CHIP

偏離

Rationalizability of the Nash Bargaining Solutionion is offered. A minimal set of requirements on a social planner’s preference on the set of a group’s utility allocations is presented which ensures that his uniquely determined choice is the Nash bargaining solution. As this solution maximizes the Nash product it is a rationalizable choice.

HUMID

構(gòu)想

amputation

Biases in the Assessment of von Neumann—Morgenstern Utility Functionsty and lottery equivalence NM utility functions are derived and analyzed. We observe violation of procedure invariance in the sense of dependence on the probability used to estimate the functions and in the sense of the presence of a response mode bias. We observe also a response mode bias for risk

TIGER

仲裁者

Uniqueness of Semicontinuous Ordinal Utility Functions