Planar 3sat - PowerPoint PPT Presentation

Lecture 2-4 More examples

Lecture 2-4 More examples. Integer Programming. TSP. Knapsack. VC. HC. 3DM. Partition. Planar 3SAT. 3SAT. SAT. Vertex Cover. Given a graph G=(V,E), find a minimum subset C of vertices such that every edge is incident to a vertex in C. Decision Version.

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Lecture 8-9 More examples

Lecture 8-9 More examples. Integer Programming. TSP. Knapsack. VC. HC. 3DM. Partition. Planar 3SAT. 3SAT. SAT. Vertex-Cover is NP-complete. Proof. HC is NP-complete. 3DM. Example of 3DM.

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506 views • 37 slides

Partitioning Polygons into Convex Components

Partitioning Polygons into Convex Components. Presentation by Perouz Taslakian Mcgill University COMP506 – Winter 2005. A Simple Example. Given a simple polygon P with no holes , can you divide P into the minimum number of convex components in polynomial time?. A Simple Example.

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509 views • 30 slides

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