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2 cost optimal tour - PowerPoint PPT Presentation

COMPSCI 102

COMPSCI 102. Introduction to Discrete Mathematics. Graphs II. Lecture 20 (November 7, 2007). Recap. Theorem: Let G be a graph with n nodes and e edges. The following are equivalent:. 1. G is a tree (connected, acyclic). 2. Every two nodes of G are joined by a unique path.

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342 views • 34 slides

COMPSCI 102

COMPSCI 102. Introduction to Discrete Mathematics. Graphs II. Lecture 18 (November 8, 2010). Recap. Theorem: Let G be a graph with n nodes and e edges. The following are equivalent:. 1. G is a tree (connected, acyclic). 2. Every two nodes of G are joined by a unique path.

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343 views • 34 slides

15-251

15-251. Some. Great Theoretical Ideas in Computer Science. for. Graphs II. Lecture 18 (March 19, 2009). Recap. Theorem: Let G be a graph with n nodes and e edges. The following are equivalent:. 1. G is a tree (connected, acyclic).

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313 views • 31 slides

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2 cost optimal tour - PowerPoint PPT Presentation

COMPSCI 102

COMPSCI 102

15-251