'Complete graph' presentation slideshows

Welcome to Wk03 MATH225 Applications of Discrete Mathematics and Statistics

3.39k views • 325 slides

Introduction to Network Theory: Basic Concepts

Introduction to Network Theory: Basic Concepts Ernesto Estrada Department of Mathematics, Department of Physics Institute of Complex Systems at Strathclyde University of Strathclyde www.estradalab.org What is a Network? Network = graph

5.08k views • 66 slides

Introduction to Network Theory: Basic Concepts

Introduction to Network Theory: Basic Concepts. Ernesto Estrada Department of Mathematics, Department of Physics Institute of Complex Systems at Strathclyde University of Strathclyde www.estradalab.org. What is a Network?. Network = graph

925 views • 66 slides

Introduction to Network Theory: Basic Concepts

Introduction to Network Theory: Basic Concepts. Ernesto Estrada Department of Mathematics, Department of Physics Institute of Complex Systems at Strathclyde University of Strathclyde www.estradalab.org. What is a Network?. Network = graph

987 views • 66 slides

Graphs: Definitions

Graphs: Definitions A graph G is a pair ( V , E ) where V is a set of vertices E is a set of edges Graphs: Definitions A graph G is a pair ( V , E ) where V is a set of vertices V = {A, B, C, D, E, F}

1k views • 52 slides

Combinatorial optimization and the mean field model

610 views • 51 slides

Modeling Internet Topology

Modeling Internet Topology. Ellen W. Zegura College of Computing Georgia Tech. Outline. Part I - Modeling topology Background Survey of models + what is known about topology Example: mathematical foundations of degree-based generation Evaluation of topologies Part II - Reality check

900 views • 50 slides

Graphs and Paths : Chapter 15 Saurav Karmakar

Graphs and Paths : Chapter 15 Saurav Karmakar. What is a Graph?. A graph G = ( V ,E) is composed of: V : set of vertices E : set of edges connecting the vertices in V An edge e = (u,v) is a pair of vertices Example:. a. b. V = {a,b,c,d,e} E = {(a,b),(a,c),(a,d),

489 views • 35 slides

K 3 -design of K 2 n \ F with F a spanning odd forest

K 3 -design of K 2 n F with F a spanning odd forest. ? ? ? Department of Financial and Computational Mathematics Providence University A joint work with Professor Hung-Lin Fu. OUTLINE. Introduction Known Results Main Results. Introduction.

430 views • 35 slides

Ms. Longo

Ms. Longo. Life Science Diversity of Life. 9/14. Agenda. Bill Nye Genetics video Questions Please take out a sheet of paper. Back to School night. 10 pts. Extra credit if your parent/guardian comes to this class They will follow your school schedule. Please give them a copy. Do Now.

602 views • 24 slides

Structual Trend Analysis for Online Social Networks

384 views • 22 slides

Computational Biology

Computational Biology. Dr. Isabel Darcy EC 3.914 972-882-4435 darcy@utdallas.edu www.utdallas.edu/~darcy. Human Genome:. 3 billion base pairs 46 chromosomes ~5% of genome codes for protein. 95% junk DNA??? Thryroglobin gene: (extreme example) introns: more 100,000 bp

563 views • 17 slides

Ant Colony Optimization (ACO): Applications to Scheduling

Ant Colony Optimization (ACO): Applications to Scheduling. Franco Villongco IEOR 4405 4/28/09. Definition. Metaheuristic: similar to genetic algorithms, simulated annealing etc. Flexible enough to be applied to combinatorial optimization problems. Inspiration.

610 views • 17 slides

Symmetry of Functions and Equations

Symmetry of Functions and Equations. y -axis Symmetry. The graph of a function f has y -axis symmetry , or is symmetric with respect to the y -axis , if f (? x ) = f ( x ) for all x in the domain of f . Such functions are called even functions. Symmetry of Functions and Equations.

917 views • 9 slides

Link State Routing

Link State Routing. David Holmer dholmer@jhu.edu. Generic Link State Routing. Each node monitors neighbors/local links and advertises them to the network Usually state of local links is sent periodically Must be re-sent because of non-reliable delivery and possible joins/merges

364 views • 7 slides

Graph theory and networks

Graph theory and networks. Basic definitions.

291 views • 7 slides

New Algorithm DOM for Graph Coloring by Domination Covering

New Algorithm DOM for Graph Coloring by Domination Covering. Basic Definitions Definition 1 . Node A in the incompatibility graph covers node B if 1) A and B have no common edges; 2) A has edges with all the nodes that B has edges with; 3) A has at least one more edge than B.

435 views • 7 slides

Pg. 282/292 Homework

Pg. 282/292 Homework. Study #7 $749.35 #15 $230.43 #17 $884.61 #1 x = 2 #2 x = 1 #3 x = 3 #4 x = 4 #5 x = -4 #6 x = 0 #7 no solution #8 x = 2 #9 Graph #10 Graph #11 Graph #12 Graph #13 x = 81 #14 x = 32 #15 x = 5

141 views • 6 slides

Welcome to Precalculus Honors!

Welcome to Precalculus Honors!. Course Overview Grading Requirements Class Structure What should you expect? Are you ready?. Tickets are being sold at a certain venue for a concert. Find the pattern for the revenue y if the venue sells x tickets and generalize.

155 views • 3 slides

Pg. 11 Homework

138 views • 3 slides