<--- Back to Details
First PageDocument Content
Graph theory / Mathematics / Edsger W. Dijkstra / Network theory / Shortest path problem / Minimum spanning tree / Directed graph / Connectivity / NP-complete problems / Line graph / Eulerian path
Date: 2018-09-03 11:36:50
Graph theory
Mathematics
Edsger W. Dijkstra
Network theory
Shortest path problem
Minimum spanning tree
Directed graph
Connectivity
NP-complete problems
Line graph
Eulerian path

1 Algorithmic Channel Design 2

Add to Reading List

Source URL: www.tik.ee.ethz.ch

Download Document from Source Website

File Size: 471,59 KB

Share Document on Facebook

Similar Documents

On-line Hierarchical Graph Drawing Stephen C. North and Gordon Woodhull north, AT&T Labs - Research 180 Park Ave. Bldg. 103 Florham Park, New JerseyU.S.A.)

On-line Hierarchical Graph Drawing Stephen C. North and Gordon Woodhull north, AT&T Labs - Research 180 Park Ave. Bldg. 103 Florham Park, New JerseyU.S.A.)

DocID: 1vbCS - View Document

Line Graph When you have something that is measurable and scalable on the x and y-axis. Example – plant height vs. fertilizer amount. Fertilizer amount might go on the x-axis and plant height would go on the y-axis.  B

Line Graph When you have something that is measurable and scalable on the x and y-axis. Example – plant height vs. fertilizer amount. Fertilizer amount might go on the x-axis and plant height would go on the y-axis. B

DocID: 1v0CD - View Document

Interactive activity – Lines and bars graph www.webardora.net Activity where we can create a line or a bar graph and also perform several operations on the same data table, etc:

Interactive activity – Lines and bars graph www.webardora.net Activity where we can create a line or a bar graph and also perform several operations on the same data table, etc:

DocID: 1uVcL - View Document

Florian LEHNER  The Line Graph of Every Locally Finite 6-Edge-Connected Graph with Finitely Many Ends is Hamiltonian MASTER THESIS

Florian LEHNER The Line Graph of Every Locally Finite 6-Edge-Connected Graph with Finitely Many Ends is Hamiltonian MASTER THESIS

DocID: 1uzeW - View Document

Problem E1. The magnetic permeability of water is essentially unperturbed; connecting the respective points on the graph, we obtain a line corresponding to a flat water sur(10 points) Part A. Qualitative shape of the wat

Problem E1. The magnetic permeability of water is essentially unperturbed; connecting the respective points on the graph, we obtain a line corresponding to a flat water sur(10 points) Part A. Qualitative shape of the wat

DocID: 1uaqE - View Document