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On the relative importance of excluded minors

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journal contribution
posted on 2021-11-25, 00:54 authored by R Hall, Dillon MayhewDillon Mayhew, Stefan Van Zwam
If E is a set of matroids, then EX(E) denotes the set of matroids that have no minor isomorphic to a member of E. If E′ E, we say that E′ is superfluous if EX(E-E′)-EX(E) contains only finitely many 3-connected matroids. We determine the superfluous subsets of six well-known collections of excluded minors. © 2012 Elsevier Inc.

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Preferred citation

Hall, R., Mayhew, D. & Van Zwam, S. (2013). On the relative importance of excluded minors. Advances in Applied Mathematics, 50(1), 228-242. https://doi.org/10.1016/j.aam.2012.08.007

Publisher DOI

Journal title

Advances in Applied Mathematics

Volume

50

Issue

1

Publication date

2013-01-01

Pagination

228-242

Publisher

Elsevier BV

Publication status

Published

Contribution type

Article

ISSN

0196-8858

eISSN

1090-2074

Language

en

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On the relative importance of excluded minors
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Keywords

MatroidsPartial fieldsExcluded minors3-connectivityScience & TechnologyPhysical SciencesMathematics, AppliedMathematicsMATROIDSGF(3)math.CO05B35Applied Mathematics

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