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Archiu:Balinski.svg

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Summary

Description
English: Visual proof of Balinski's theorem: if fewer than d vertices (yellow) are removed from the graph of a d-dimensional polytope, then it is possible to find a nontrivial function whose zero set (the blue plane) includes another vertex (green). Then the simplex method can be used to find paths from the selected vertex to the two extreme points of the linear function, and from every other vertex to at least one extreme point, connecting all of the remaining vertices. Therefore, one must remove at least d vertices in order to disconnect the remaining graph.
Date
Source Own work
Author David Eppstein

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This vector image includes elements that have been taken or adapted from this file:
Uniform polyhedron-53-t0.svg (by UniCollab).

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depicts English

creator English

copyrighted English

inception English

9 September 2015

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image/svg+xml

checksum English

7ad98f68de222ed7a33ab8ac7652a91b0b4b6e6f

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2,129 byte

height English

1,111 pixel

width English

800 pixel

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actual00:11 10 set 2015Miniatura de la versió de 00:11 10 set 2015800 × 1111 (2 kB)wikimediacommons>David EppsteinUser created page with UploadWizard

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