Results 21 to 30 of about 834 (49)
On the skein polynomial for links
, 2016 We give characterizations of the skein polynomial for links (as well as Jones and Alexander-Conway polynomials derivable from it), avoiding the usual "smoothing of a crossing" move. As by-products we have characterizations of these polynomials for knots,
Jiang, Boju, Wang, Jiajun, Zheng, Hao
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Defeating the Kalka--Teicher--Tsaban linear algebra attack on the Algebraic Eraser
, 2011 The Algebraic Eraser (AE) is a public key protocol for sharing information over an insecure channel using commutative and noncommutative groups; a concrete realization is given by Colored Burau Key Agreement Protocol (CBKAP).
Goldfeld, Dorian, Gunnells, Paul E.
core
Factors Influencing Runner's Choices of Footwear. [PDF]
Front Sports Act Living, 2022 Ramsey CA, Lamb P, Ribeiro DC.
europepmc +1 more source
Conjugacy in Artin groups and applications to the classification of surfaces
, 2003 We show thatthe double reversing algorithm proposed by dehornoy for solving the word problem in the braid group can also be used to recognize the conjugates of powers of the generators in an Artin group of spherical type.
Godelle, Eddy +2 more
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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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Unramified cohomology of alternating groups
Open Mathematics, 2011 Bogomolov Fedor, Petrov Tihomir
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Reconstruction of zinc-metal battery solvation structures operating from -50 ~ +100 °C. [PDF]
Nat CommunYao L +5 more
europepmc +1 more source
Some of the next articles are maybe not open access.
2014
In this paper, the author studies the unitary representations of the braid group and the geometric structures on moduli space that arise via the Hodge theory of cyclic branched coverings of P^1. In particular, the author is interested in the classification of certain arithmetic subgroups of U(r, s) which envelop the image of the braid group. The author
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In this paper, the author studies the unitary representations of the braid group and the geometric structures on moduli space that arise via the Hodge theory of cyclic branched coverings of P^1. In particular, the author is interested in the classification of certain arithmetic subgroups of U(r, s) which envelop the image of the braid group. The author
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2011
In the paper under review, the author studies the orbits of the action of the braid group B_{n} on G^{n} where G denoted a dihedral group. At first, the author considers tuples T consisting only of reflections. In this case, the author proves that the orbits are determinate by three invariants.
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In the paper under review, the author studies the orbits of the action of the braid group B_{n} on G^{n} where G denoted a dihedral group. At first, the author considers tuples T consisting only of reflections. In this case, the author proves that the orbits are determinate by three invariants.
openaire +1 more source