Theil index: Difference between revisions

Revision as of 22:15, 27 February 2014

Hi there. Allow me begin by introducing the writer, her name is Sophia. Alaska is the only location I've been residing clairvoyant psychic in but now I'm contemplating other options. love psychics Distributing production has been his occupation for some time. I am truly fond of to go to karaoke but I've been taking on new things recently.

Here is my weblog :: live psychic reading (please click the following article)

@@ Line 1: / Line 1: @@
-In [[graph theory]], for a connected graph <math>G</math>, a [[spanning tree (mathematics)|spanning tree]] <math>T</math> is a subgraph of <math>G</math> with the least number of edges that still spans <math>G</math>. A number of properties can be proved about <math>T</math>. <math>T</math> is acyclic, has (<math>|V|-1</math>) edges where <math>V</math> is the number of vertices in <math>G</math> etc.
+Hi there. Allow me begin by introducing the writer, her name is Sophia. Alaska is the only location I've been residing  [http://netwk.hannam.ac.kr/xe/data_2/85669 clairvoyant psychic] in but now I'm contemplating other options.  [http://Afeen.fbho.net/v2/index.php?do=/profile-210/info/ love psychics] Distributing production has been his occupation for some time. I am truly fond of to go to karaoke but I've been taking on new things recently.<br><br>Here is my weblog :: live psychic reading ([http://medialab.zendesk.com/entries/54181460-Will-You-Often-End-Up-Bored-Try-One-Of-These-Hobby-Ideas- please click the following article])
-A '''minimum degree spanning tree''' <math>T'</math> is a spanning tree which has the least maximum degree. The vertex of maximum degree in <math>T'</math> is the least among all possible spanning trees of <math>G</math>.
-See [[Degree-constrained_spanning_tree| Degree-Constrained Spanning Tree]].
-{{Unreferenced|date=April 2009}}
-[[Category:Spanning tree]]

Theil index: Difference between revisions

Revision as of 22:15, 27 February 2014

Navigation menu

Search