'Edge labels' diaporamas de présentation

Outline of the talk

528 views • 40 slides

On the Critical Path of (Parallel) Computations

On the Critical Path of (Parallel) Computations. Mihai Budiu March 30, 2005. Outline. Three kinds of critical paths Critical path of dataflow computations Future work: extending the applications. Critical Path. Longest path between source and sink in DAG.

555 views • 39 slides

Graceful Labeling of Trees and Integer Programming

AJH - 90. Graceful Labeling of Trees and Integer Programming. Saylor Barnette Steven B. Horton William R. Pulleyblank Department of Mathematical Sciences. Steven B. Horton. Department Head, Mathematical Sciences USMA West Point. Labeling. Labeling ( Alex Rosa 1967 ) :.

883 views • 39 slides

Graceful Labeling of Trees and Integer Programming

AJH - 90. Graceful Labeling of Trees and Integer Programming. Saylor Barnette Steven B. Horton William R. Pulleyblank Department of Mathematical Sciences. Steven B. Horton. Department Head, Mathematical Sciences USMA West Point. Labeling. Labeling ( Alex Rosa 1967 ) :.

395 views • 39 slides

Super edge-graceful labelings for total stars and total cycles

Super edge-graceful labelings for total stars and total cycles. Abdollah Khodkar Department of Mathematics University of West Georgia www.westga.edu/~akhodkar Joint work with: Kurt Vinhage, Florida State University. Overview. Edge-graceful labeling. 2. Super edge-graceful labeling.

568 views • 38 slides

Cake Cutting is and is not a Piece of Cake

Cake Cutting is and is not a Piece of Cake. Jeff Edmonds, York University Kirk Pruhs , University of Pittsburgh. Informal Problem Statement. n self interested players wish to divide items of value such that each player believes that they received at least 1/n of the value

748 views • 32 slides

AOP/cross-cutting

AOP/cross-cutting. What is an aspect?. What is an aspect?. An aspect is a modular unit that cross-cuts other modular units. What means cross-cutting?

406 views • 22 slides

More Complex Graph Structures? The vertex-labelled, edge-labelled graph

3 3 6 4 8 8 a e c 5 4 6 3 3 AN pTree Ct. More Complex Graph Structures? The vertex-labelled, edge-labelled graph. AN 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 TS. 1 1 0 1 0 0 0 0

123 views • 12 slides