The expected codimension of a matroid variety (English)
- New search for: Ford, Nicolas
- New search for: Ford, Nicolas
In:
Journal of Algebraic Combinatorics
;
41
, 1
; 29-47
;
2014
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ISSN:
- Article (Journal) / Electronic Resource
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Title:The expected codimension of a matroid variety
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Contributors:Ford, Nicolas ( author )
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Published in:Journal of Algebraic Combinatorics ; 41, 1 ; 29-47
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Publisher:
- New search for: Springer US
- New search for: Springer Science + Business Media B.V.
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Place of publication:Dordrecht [u.a.]
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Publication date:2014
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ISSN:
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ZDBID:
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DOI:
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Type of media:Article (Journal)
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Type of material:Electronic Resource
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Language:English
- New search for: 31.12 / 31.12$jKombinatorik$jGraphentheorie / 31.20$jAlgebra: Allgemeines / 31.20
- Further information on Basic classification
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Keywords:
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Classification:
BKL: 31.12 Kombinatorik, Graphentheorie / 31.12$jKombinatorik$jGraphentheorie / 31.20$jAlgebra: Allgemeines / 31.20 Algebra: Allgemeines -
Source:
Table of contents – Volume 41, Issue 1
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
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Nonsymmetric primitive translation schemes of prime power orderFeng, Tao / Momihara, Koji et al. | 2014
- 21
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Cellular structure for the Herzog–Takayama resolutionGoodarzi, Afshin et al. | 2014
- 29
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The expected codimension of a matroid varietyFord, Nicolas et al. | 2014
- 49
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Root polytope and partitionsChirivì, Rocco et al. | 2014
- 73
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Smith normal form of a multivariate matrix associated with partitionsBessenrodt, Christine / Stanley, Richard P. et al. | 2014
- 83
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Orthogonal dual hyperovals, symplectic spreads, and orthogonal spreadsDempwolff, Ulrich / Kantor, William M. et al. | 2014
- 109
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Infinite motion and 2-distinguishability of graphs and groupsImrich, Wilfried / Smith, Simon M. / Tucker, Thomas W. / Watkins, Mark E. et al. | 2014
- 123
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Erratum to: Infinite motion and 2-distinguishability of graphs and groupsImrich, Wilfried / Smith, Simon M. / Tucker, Thomas W. / Watkins, Mark E. et al. | 2014
- 125
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PermutonestohedraGaiffi, Giovanni et al. | 2014
- 157
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Ordering families using Lusztig’s symbols in type $$B$$: the integer caseGuilhot, Jérémie / Jacon, Nicolas et al. | 2014
- 185
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Small complete caps from singular cubics, IIAnbar, Nurdagül / Bartoli, Daniele / Platoni, Irene / Giulietti, Massimo et al. | 2014
- 217
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Every $$3$$-equivalenced association scheme is FrobeniusHirasaka, Mitsugu / Kim, Kyoung-Tark / Park, Jeong Rye et al. | 2014