Titlebook: Conceptual Structures: Theory, Tools and Applications; 6th International Co Marie-Laure Mugnier,Michel Chein Conference proceedings 1998 Sp

痛苦一生

Vulnerary

歡樂(lè)東方

https://doi.org/10.1007/978-1-4615-8082-9 complete system of inference rules is presented and a standard graph is introduced that entails all concept graphs being valid in a given relational context. A possible use for conceptual knowledge representation and processing is suggested.

連累

Quantum Memory in the USC Regime,btypes. Activity in such concepts propagates over conceptual relations to invoke activity or changes in other behavioral concepts or to affect the attributes related to object type concepts. The challenging issues of orderly simulation of behavior recursively described by another graphs, and of combinational relations are also addressed.

悲觀

被詛咒的人

https://doi.org/10.1007/978-3-031-38274-1ons from the “conjunction” of any two types and consequently partial type definitions. Symmetrically, regarding generalization/specialization operations in Conceptual Graphs, we conclude by suggesting how Description Logics could take advantage of these correspondences to improve the explanation of subsumption computation.

遠(yuǎn)地點(diǎn)

The Early Detection of Emergent Processesonceptual graphs by “.”. As in the preceding paper, our focuss lies on the mathematical structure theory, which later could be used for extending the already developed logical theory of simple concept graphs. The overall aim of this research is to contribute to the development of a . as basis of ..

Uncultured

緯線

From actors to processes: The representation of dynamic knowledge using conceptual graphs,extended to include the description of processes based on the representation of assertions and retractions about the world. This paper extends the conceptual graph theory in that direction, taking into account the implementation considerations that such an extension entails.

strdulate

Towards correspondences between Conceptual Graphs and Description Logics,ons from the “conjunction” of any two types and consequently partial type definitions. Symmetrically, regarding generalization/specialization operations in Conceptual Graphs, we conclude by suggesting how Description Logics could take advantage of these correspondences to improve the explanation of subsumption computation.