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A number of desirable extensions to the current implementation of the PDO/EPB
representation have been identified in the last two chapters. These include:
- Inclusion of order of magnitude information, and even optional numeric
information, in the partial distance ordering.
- Partial ordering of angles, rather than using a simple quantity
space.
- Integration of the system for reasoning about sliding (currently using the ASSF
representation) with the free space motion reasoning system.
- Extension to three dimensions.
The presently described reasoning system can also be extended to become more
useful either as a basis for qualitative physics, or for robotic reasoning:
- As a qualitative physics system, it would require a more explicit representation of process.
- A more complete investigation of qualitative
reasoning as a basis for task-level programming would be particularly
interesting, but would eventually require an interface to a real robot.
- The fastener analysis problems mentioned in the introduction to the thesis as
a challenge to current technology in robotics may well benefit from qualitative
reasoning, but fasteners, being real mechanical objects, could be more difficult
to describe qualitatively than the ``blocks world'' objects of my examples.
Qualitative spatial reasoning is a feasible approach to a number of problems
in artificial intelligence. With further refinement, the methods described in
this thesis should prove useful to both robotics and qualitative physics.
Next: EPB/PDO Representation Example
Up: Conclusions
Previous: Summary
Alan Blackwell
2000-11-17