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Created April 2, 2014 17:29
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constraint notes
Analysis of systems of equations - Serrano [74]
First step of determining whether a system is
over/under/well constrained.
Can be extended to decompose graphs into independently
solvable graphs
The constraint graph
+ vertex - geometric element
+ describe DOF
+ edge - constraint
+ describe # of DOF they remove
Over/Under/Well constrained global detection
Sum DOF and -edge DOF
"There are theorems which prove that if a constraint
graph can be decomposed in one way, using triangle
decomposition, then every sequence of triangle
decompositions fully decomposes the constraint graph."
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