Sentence examples for knowledge operators from inspiring English sources

As mentioned earlier in this subsection, the assumption that agents' possibility sets partition the state space depends on the modeler's choice of specific axioms for the knowledge operators.

The idea is to let the accessibility relation for c be the transitive closure of the union of the accessibility relations corresponding to the singular knowledge operators.

It shows how to determine where in a given production process the operator intervention is occurring, how it affects quality outcomes, and what tacit knowledge operators are using.

To semantically interpret n knowledge operators, binary accessibility relations Rn are defined over the set of possible worlds W. A special accessibility relation, R°, is introduced to interpret the operator of common knowledge.

In (Cubitt and Sugden 2003) a case is made that David Lewis' version of common knowledge (more properly, belief) is not identified with unlimited iteration of knowledge operators, but is much closer to justified common knowledge.

Schiffer's general approach was to augment a system of sentential logic with a set of knowledge operators corresponding to a set of agents, and then to define common knowledge as a hierarchy of propositions in the augmented system.

The conditions component is necessary for the perturbation operator to substitute rules, while the operations component is composed of the knowledge operator, which expresses the conversion of correctness knowledge to erroneous knowledge by the operator, and the explanatory-text template, which explains this operation.

In epistemic logic, the knowledge operator Ka is construed as a universal modal operator ranging over scenarios compatible with the knowledge of the agent a considered.

The interaction between the dynamic announcement operator and the knowledge operator is described completely by RA5 (see van Benthem, van Eijck, and Kooi 2006).

Since justification logics provide explicit justifications, while conventional logics of knowledge provide an implicit knowledge operator, it is natural to consider combining the two in a single system.

The idea is, there are multiple agents, each with an implicit knowledge operator, and there are justification terms, which each agent understands.