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- Q3848436 subject Q7020679.
- Q3848436 subject Q7485314.
- Q3848436 abstract "In mathematics, an alternating sign matrix is a square matrix of 0s, 1s, and −1s such that the sum of each row and column is 1 and the nonzero entries in each row and column alternate in sign. These matrices generalize permutation matrices and arise naturally when using Dodgson condensation to compute a determinant. They are also closely related to the six-vertex model with domain wall boundary conditions from statistical mechanics. They were first defined by William Mills, David Robbins, and Howard Rumsey in the former context.".
- Q3848436 thumbnail Alternating_Sign_Matrices_of_Size_3.svg?width=300.
- Q3848436 wikiPageExternalLink fea-bressoud.pdf.
- Q3848436 wikiPageExternalLink 0108103.
- Q3848436 wikiPageExternalLink 0104216.
- Q3848436 wikiPageExternalLink 0208125v1.
- Q3848436 wikiPageExternalLink AlternatingSignMatrix.html.
- Q3848436 wikiPageExternalLink 2-4.pdf.
- Q3848436 wikiPageExternalLink www.findstat.org.
- Q3848436 wikiPageExternalLink AlternatingSignMatrices.
- Q3848436 wikiPageWikiLink Q1444047.
- Q3848436 wikiPageWikiLink Q1659836.
- Q3848436 wikiPageWikiLink Q188715.
- Q3848436 wikiPageWikiLink Q199.
- Q3848436 wikiPageWikiLink Q200.
- Q3848436 wikiPageWikiLink Q23350.
- Q3848436 wikiPageWikiLink Q3661175.
- Q3848436 wikiPageWikiLink Q395.
- Q3848436 wikiPageWikiLink Q4230490.
- Q3848436 wikiPageWikiLink Q4476530.
- Q3848436 wikiPageWikiLink Q5231717.
- Q3848436 wikiPageWikiLink Q5985139.
- Q3848436 wikiPageWikiLink Q7020679.
- Q3848436 wikiPageWikiLink Q719112.
- Q3848436 wikiPageWikiLink Q7485314.
- Q3848436 wikiPageWikiLink Q812996.
- Q3848436 wikiPageWikiLink Q851512.
- Q3848436 wikiPageWikiLink Q909202.
- Q3848436 type Thing.
- Q3848436 comment "In mathematics, an alternating sign matrix is a square matrix of 0s, 1s, and −1s such that the sum of each row and column is 1 and the nonzero entries in each row and column alternate in sign. These matrices generalize permutation matrices and arise naturally when using Dodgson condensation to compute a determinant. They are also closely related to the six-vertex model with domain wall boundary conditions from statistical mechanics.".
- Q3848436 label "Alternating sign matrix".
- Q3848436 differentFrom Q2620519.
- Q3848436 depiction Alternating_Sign_Matrices_of_Size_3.svg.
