'Shortest edge' diaporamas de présentation

Networks & Minimum Spanning Trees

Networks & Minimum Spanning Trees. Networks and Minimum Spanning Trees. Cambridge is installing fibre optic cabling between the surrounding villages. All the villages must be connected. We need to minimise the amount of cable that is used. 3 miles. 3 miles. Impington. Milton. Girton.

740 views • 62 slides

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CENTRE FOR EDUCATIONAL DEVELOPMENT Developing practice around the realigned Level 2 Mathematics and Statistics standards Workshop Four Anne Lawrence, Alison Fagan , Cami Sawyer Advisers in Secondary Numeracy & Mathematics. http://ced-mxteachers-news-site.wikispaces.com/. Level 3 Consultation.

539 views • 46 slides

Shortest Path Problems

Shortest Path Problems. Directed weighted graph. Path length is sum of weights of edges on path. The vertex at which the path begins is the source vertex. The vertex at which the path ends is the destination vertex. 1. 7. Example. 8. 6. 2. 1. 3. A path from 1 to 7 . 3. 1. 16.

790 views • 40 slides

363 views • 20 slides

Greedy Algorithms

Greedy Algorithms. A short list of categories. Algorithm types we will consider include: Simple recursive algorithms Backtracking algorithms Divide and conquer algorithms Dynamic programming algorithms Greedy algorithms Branch and bound algorithms Brute force algorithms

640 views • 19 slides

Greedy Algorithms

Greedy Algorithms. A short list of categories. Algorithm types we will consider include: Simple recursive algorithms Backtracking algorithms Divide and conquer algorithms Dynamic programming algorithms Greedy algorithms Branch and bound algorithms Brute force algorithms

460 views • 19 slides

Minimum spanning trees

305 views • 18 slides

Minimum spanning trees

243 views • 18 slides

Greedy approach

399 views • 11 slides

Minimum Spanning tree

263 views • 10 slides