'2 edges' diaporamas de présentation

Topology, DNA, and Quantum Computing

Topology, DNA, and Quantum Computing. Hsin-hao Su 2007.2.7. What? Topology?. I heard about geometry, numbers, trigonometry, statistics, and probability (Las Vegas, hehehe!). But, what did you say? Topology?. Topology.

941 views • 58 slides

A Randomized Linear-Time Algorithm to Find Minimum Spanning Trees

A Randomized Linear-Time Algorithm to Find Minimum Spanning Trees. David R. Karger Philip N. Klein Robert E. Tarjan. Talk Outline. Objective & related work from literatures Intuition Definitions Algorithm Proof & Analysis Conclusion and future work. Objective.

475 views • 47 slides

Basic Geometry PowerPoint Quiz

Basic Geometry PowerPoint Quiz. How many vertices does the cylinder have?. 0 2 3 Answer: a. 0. The cylinder does not have any vertices. What shape is this?. Sphere Cone Cube Answer: a. Sphere. A ball is a sphere. How many edges does this shape have?. 6 8 10

965 views • 45 slides

Find All Maximal Cliques , get all 3cliques, CLQ 3 (by applying all CS0 deletions)

3 3 6 4 8 8 a e c 5 4 6 3 3 Count. AN 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18. Research (my view):

440 views • 42 slides

344 views • 34 slides

Graph Theory and Representation

Graph Theory and Representation. Graph Algorithms. Graphs and Theorems about Graphs Graph ADT and implementation Graph Algorithms Shortest paths minimum spanning tree. What can graphs model?. Cost of wiring electronic components together. Shortest route between two cities.

420 views • 28 slides

Linear Constraint Graph for Floorplan Optimization with Soft Blocks

Linear Constraint Graph for Floorplan Optimization with Soft Blocks. Jia Wang Electrical and Computer Engineering Illinois Institute of Technology Chicago, IL 60616 Hai Zhou Electrical Engineering and Computer Science Northwestern University Evanston, IL 60208

327 views • 24 slides

A Quadratic Lower Bound for Three-Query Linear Locally Decodable Codes Over Any Field

A Quadratic Lower Bound for Three-Query Linear Locally Decodable Codes Over Any Field. David Woodruff IBM Almaden. Linear Locally Decodable Codes.

238 views • 23 slides

Graph Theory and Representation

Graph Theory and Representation. Graph Algorithms. Graphs and Theorems about Graphs Graph ADT and implementation Graph Algorithms Shortest paths minimum spanning tree. What can graphs model?. Cost of wiring electronic components together. Shortest route between two cities.

232 views • 22 slides

3D Shapes

3D Shapes. 3D Shapes and Nets. 3D Shapes in Real Word. Drawing 3D Shapes. www.mathsrevision.com. Starter Questions. If a = 8 b = 24 Write down as many equations as you can. www.mathsrevision.com. e.g. a + 16 = b. 3 D Shapes. Learning Intention. Success Criteria.

501 views • 21 slides

The Quasi-Randomness of Hypergraph Cut Properties

277 views • 20 slides

MATH 310, FALL 2003 (Combinatorial Problem Solving) Lecture 3, Friday, September 5

MATH 310, FALL 2003 (Combinatorial Problem Solving) Lecture 3, Friday, September 5. Complete graph K n. A graph on n vertices in which each vertex is adjacent to all other vertices is called a complete graph on n vertices, denoted by K n. K 20. Some complete graphs.

288 views • 13 slides

GEOMETRICAL SHAPES

GEOMETRICAL SHAPES. BY VVB PRT. GEOMETRICAL SHAPES.

286 views • 11 slides

3D Shapes

3D Shapes. By Alannah Alisha Eva. A Cube. A cube has 6 Faces 8 Vertices 12 Edges. A Cuboid. A cuboid has 6 Faces 8 Vertices 12 Edges. A Square Pyramid. A square pyramid has 5 Faces 5 Vertices 8 Edges. A Cone. A cone has 2 Faces 0 Vertices 1 Edge. A Cylinder.

324 views • 7 slides