New for: D3
The second session covers the following topics:
1) Conversions of orderings into Minimal Elimination Orderings
(More sophisticated strategy)
-Cuts of the Original Graph Related to Cuts
of the Fill-in Graph
-Splitting Cuts of Fill-in Graph into Cuts
of the Original Graph (''Quasi-Minimal
Elimination Ordering'')
-Refinement of the Quasi-Minimal Elimination
Ordering.
2) Speeding up Minimal Elimination Ordering by
the Use of a Spanning Tree and its Postorder,
Applications in Planar and Bounded Degree Graphs
and the Use in a Parallel Minimal Elimination
Ordering Algorithm.