Results 61 to 70 of about 3,969 (116)
, 2004 This article is about Artin's braid group and its role in knot theory. We set ourselves two goals: (i) to provide enough of the essential background so that our review would be accessible to graduate students, and (ii) to focus on those parts of the ...
Birman, Joan S., Brendle, Tara E.
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Lower central series of Artin–Tits and surface braid groups
Journal of Algebra, 2008 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bellingeri, Paolo +2 more
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Topological complexity of subgroups of Artin's braid groups
, 2016 v2: 12 pages, added Section 6 on higher topological ...
Grant, Mark, Recio-Mitter, David
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Formal derivation of the Laughlin function and its generalization for other topological phases of FQHE. [PDF]
Sci Rep, 2022 Jacak JE.
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Complete simultaneous conjugacy invariants in Artin's braid groups
, 2014 We solve the simultaneous conjugacy problem in Artin's braid groups and, more generally, in Garside groups, by means of a complete, effectively computable, finite invariant. This invariant generalizes the one-dimensional notion of super summit set to arbitrary dimensions.
Kalka, Arkadius +2 more
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Perverse schobers and Orlov equivalences. [PDF]
Eur J Math, 2023 Koseki N, Ouchi G.
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ON ARTIN'S BRAID GROUP AND POLYCONVEXITY IN THE CALCULUS OF VARIATIONS [PDF]
Journal of the London Mathematical Society, 2003 Summary: Let \(\Omega \subset \mathbb{R}^2\) be a bounded Lipschitz domain and let \(F: \Omega \times \mathbb{R}_+^{2\times 2}\to \mathbb{R}\) be a Carathéodory integrand such that \(F(x,\cdot)\) is polyconvex for \({\mathcal L}^2\)-a.e. \(x\in \Omega\).
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BMW algebras of simply laced type
, 2003 It is known that the recently discovered representations of the Artin groups of type A_n, the braid groups, can be constructed via BMW algebras. We introduce similar algebras of type D_n and E_n which also lead to the newly found faithful representations
Cohen, A. M. +2 more
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Flat braid groups, right-angled Artin groups, and commensurability
Pacific Journal of Mathematics27 pages, 11 figures. Comments are welcome!
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A representation of generalized braid group in classical braid group
, 2000 We ask if any finite type generalized braid group is a subgroup of some classical Artin braid group. We define a natural map from a given finite type generalized braid group to a classical braid group and ask if this map is an injective homomorphism.
Roushon, S. K.
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