Ternary Point Configuration Calculus

Description

Ternary Point Configuration Calculus (TPCC) deals with point-like objects in the 2D-plane. It is a application based variant of the Double Cross calculus, allowing finer distinctions of positional information than the calculi presented before.

Relations

See also

Introduction to the Ternary Point Configuration Calculus

API

The API can be found here.

References

[1]

Moratz, R.; Nebel, B.; and Freksa, C. 2003. Qualitative spatial reasoning about relative position: The tradeoff between strong formal properties and successful reasoning about route graphs. In Freksa, C.; Brauer, W.; Habel, C.; and Wender, K. F., eds., Lecture Notes in Artificial Intelligence 2685: Spatial Cognition III. Berlin, Heidelberg: Springer Verlag. 385–400.

[2]	Dylla, F., and Moratz, R. 2004. Empirical complexity issues of practical qualitative spatial reasoning about relative position. In Workshop on Spatial and Temporal Reasoning, ECAI’04.

[3]	Introduction to the Ternary Point Configuration Calculus http://www.sfbtr8.spatial-cognition.de/project/r3/QualitativeCalculi/TPCC/index.html