Commit Graph

5 Commits (1ae81b59d894acbd24d382f3c5a5b07776b027cc)

Author SHA1 Message Date
Frank Dellaert a8d267c4ca Small change necessitating lots of edits: Conditionals now include key of random variable
This simplifies Bayes nets quite a bit. Also created a Conditional base class, derived classes ConditionalGaussian and SymbolicConditional
Finally, some changes were needed because I moved some headers to .cpp
2009-11-02 03:50:30 +00:00
Frank Dellaert 921cb0a8fc Got rid of (defunct) "dump" methods 2009-10-31 17:13:36 +00:00
Brian Law 11f0d04cb6 made all classes that currently have an assert_equal "Testable"
- derive from testable as in class Point2 : Testable<Point2>
- moved print and equal declarations in .h right after the constructor
- similarly, moved implementations after constructors in .cpp file
- removed obsolete assert_equal
2009-10-26 19:26:51 +00:00
Alex Cunningham 8f20523e7f ConstrainedLinearFactorGraphs now handles multiple constraints on a node properly.
smallExample was changed to include two of the examples used in testConstrainedLinearFactorGraph
ConditionalGaussian was changed to make solve() virtual, as this is necessary for ConstrainedConditionalGaussian
2009-10-14 15:32:05 +00:00
Alex Cunningham 66dac8a52f Generalized constraint handling to create a LinearConstraint which implements linear equality constraints that can be eliminated as a part of a ConstrainedLinearFactorGraph. DeltaFunction has been changed to be a ConstrainedConditionalGaussian, which has a more robust solve() function. The new tests no longer use the "constrained" example from smallExample, so those functions have been commented.
''Limitations: ''
 * Any given node can only have one constraint on it, but constraints can be of arbitrary size
 * Constraints can only be specified as a blockwise system, where each block must be square and invertible to support arbitrary elimination orderings.  
  * ConstrainedNonlinearFactorGraph is disabled until a better solution for handling constraints in the nonlinear case is determined.
2009-10-08 13:57:22 +00:00