Information sets were first defined by von Neumann and Morgenstern in 1944 in the context of extensive form games. In this paper, we examine the use of information sets for representing Bayesian decision problems. We call a decision tree with information
Theory and computation of disturbance invariant sets for discrete-time linear systems. Mathematical Problems in Engi- neering, 4(4):317-367, April 1998.I. V. Kolmanovsky and E. G. Gilbert, "Theory and computation of dis- turbance invariant sets for discrete-time linear systems," ...
换言之，考虑集合论的证明论（proof theory）没有意义，因为集合论的证明论就是下层演绎系统的证明论。...
Advances in Fuzzy Set Theory From Fuzzy Beliefs to Goals Célia da Costa Pereira, Andrea G. B. Tettamanzi Pages 1-8 Information Entropy and Co–entropy of Crisp and Fuzzy Granulations Daniela Bianucci, Gianpiero Cattaneo, Davide Ciucci
Various numerical tools have been developed to address specific questions about dynamical systems, such as predicting the weather or planning the trajectory of a satellite. However, the theory of computation behind these problems appears to be very difficult to develop. In fact, little is known ...
In this paper it is shown how to transform this problem into a general mean-variance optimization problem, hence the Critical Line Algorithm is applicable. This paper also discusses how to implement the critical line algorithm to save storage and reduce execution time....
The theory of stable equilibrium has been developed because many economists and game theorists believe that,just like in physics,equilibrium situations that can actually be observed in reality must in some sense be robust against external shocks or disturbances.A first question then to ask is how会...
MA Lukas - 《Mathematics of Computation》 被引量: 27发表: 1988年 On random convex analysis Recently, based on the idea of randomizing space theory, random convex analysis has been being developed in order to deal with the corresponding problems i... T Guo,E Zhang,M Wu,... - 《Journal...
It should be clear to anyone who has studied measure theory that such sets must exist; however, we have not been able to find a construction in the literature. The combinatorial aspect concerns arrays of cells, n×n square lattices, the nodes of which are viewed as square cells of side...
In the real world there are vaguely specified data values in many applications, such as sensor information. Fuzzy set theory has been proposed to handle such vagueness by generalizing the notion of membership in a set. Essentially, in a Fuzzy Set (FS) ea