Believeability functions induced by partial generalized compatibility relations

Rok, strany: 1995, 103 - 116

An internal state $s$ of a system is compatible with an empirical value $x$, if the possibility that $s$ is the actual internal state of the system when $x$ was observed cannot be logically avoided on the grounds of laws and rules governing the system and its environment. Such a compatibility relation can be easily generalized to a relation between sets of states and sets of empirical values. Having at our disposal a fragment of such a generalized compatibility relation, we try to re-build, or at least to approximate the original compatibility relation and the corresponding belief function. The obtained results enable to apply, at least partially, the basic ideas of the Dempster-Shafer approach to uncertainty quantification and processing also under weaker conditions than those usually requested.

ISO 690:

Kramosil, I. 1995. Believeability functions induced by partial generalized compatibility relations. In Tatra Mountains Mathematical Publications, vol. 6, no.2, pp. 103-116. 1210-3195.

APA:

Kramosil, I. (1995). Believeability functions induced by partial generalized compatibility relations. Tatra Mountains Mathematical Publications, 6(2), 103-116. 1210-3195.