Results 191 to 200 of about 706,792 (210)
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2012
In this article we prove that the poset of m-divisible noncrossing partitions is EL-shellable for every wellgenerated complex reflection group. This was an open problem for type G(d, d, n) and for the exceptional types, for which a proof is given case-by-case.
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In this article we prove that the poset of m-divisible noncrossing partitions is EL-shellable for every wellgenerated complex reflection group. This was an open problem for type G(d, d, n) and for the exceptional types, for which a proof is given case-by-case.
openaire +1 more source
Steinberg's fixed point theorem for crystallographic complex reflection groups
Journal of Algebra, 2023Philip Puente
exaly
Innovations in research and clinical care using patient‐generated health data
Ca-A Cancer Journal for Clinicians, 2020Heather S L Jim +2 more
exaly
EL-shellability and noncrossing partitions associated with well-generated complex reflection groups
European Journal of Combinatorics, 2015Henri Mühle
exaly
Cyclic Sieving of Noncrossing Partitions for Complex Reflection Groups
Annals of Combinatorics, 2011David Bessis, Víctor Reiner
exaly
On non-conjugate Coxeter elements in well-generated reflection groups
Mathematische Zeitschrift, 2016Víctor Reiner +2 more
exaly
On Rank 2 Complex Reflection Groups
Communications in Algebra, 2008Pramod N Achar, Anne-Marie Aubert
exaly
Steinberg's theorem for crystallographic complex reflection groups
Journal of Algebra, 2019Philip Puente, Anne V Shepler
exaly