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8,766
SYMMETRY GROUPS IN NONLINEAR
, 2008
"... Symmetry groups in nonlinear elasticity: An exercise in ..."
Representations of symmetri groups Representations
"... re ent progress in asymptoti
representation theory of symmetri
groups (joint work with Ma
iej Doªga and Valentin Féray) ..."
Abstract
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re ent progress in asymptoti
representation theory of symmetri
groups (joint work with Ma
iej Doªga and Valentin Féray)
Spatial Symmetry Groups as Sensorimotor Guidelines
, 2007
"... IOS Press Spatial symmetry groups as sensorimotor guidelines ..."
THE STRUCTURE OF REVERSING SYMMETRY GROUPS
, 2006
"... We present some of the group theoretic properties of reversing symmetry groups, and classify their structure in simple cases that occur frequently in several wellknown groups of dynamical systems. ..."
Abstract

Cited by 1 (1 self)
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We present some of the group theoretic properties of reversing symmetry groups, and classify their structure in simple cases that occur frequently in several wellknown groups of dynamical systems.
Computing Symmetry Groups of Polyhedra
, 2014
"... Knowing the symmetries of a polyhedron can be very useful for the analysis of its structure as well as for practical polyhedral computations. In this note, we study symmetry groups preserving the linear, projective and combinatorial structure of a polyhedron. In each case we give algorithmic method ..."
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Knowing the symmetries of a polyhedron can be very useful for the analysis of its structure as well as for practical polyhedral computations. In this note, we study symmetry groups preserving the linear, projective and combinatorial structure of a polyhedron. In each case we give algorithmic
Skewed Symmetry Groups
 In International Conference of Computer Vision. submitted
, 2001
"... We introduce the term skewed symmetry groups and provide a complete theoretical treatment for 2D wallpaper groups under ane transformations. For the rst time, a given periodic pattern can be classied not simply by its Euclidean symmetry group but by its highest \potential" symmetry group under ..."
Abstract

Cited by 10 (3 self)
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We introduce the term skewed symmetry groups and provide a complete theoretical treatment for 2D wallpaper groups under ane transformations. For the rst time, a given periodic pattern can be classied not simply by its Euclidean symmetry group but by its highest \potential" symmetry group under
THE SYMMETRY GROUPS OF LIGHT
, 2012
"... In the mathematical terms of Evariste Galois ' "Group Theory", the "Tetrahedron Model " is a description of the symmetry group of light, including its destruction by asymmetric weak force decays (producing our matteronly Cosmos), and its ongoing restoration in obedience to ..."
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In the mathematical terms of Evariste Galois ' "Group Theory", the "Tetrahedron Model " is a description of the symmetry group of light, including its destruction by asymmetric weak force decays (producing our matteronly Cosmos), and its ongoing restoration in obedience
Quantum symmetry groups of finite spaces
 COMM. MATH. PHYS
, 1998
"... We determine the quantum automorphism groups of finite spaces. These are compact matrix quantum groups in the sense of Woronowicz. ..."
Abstract

Cited by 142 (6 self)
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We determine the quantum automorphism groups of finite spaces. These are compact matrix quantum groups in the sense of Woronowicz.
On the Topology of the Symmetry Group of the Standard Model
, 1998
"... We study the topological structure of the symmetry group of the standard model, GSM = ..."
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We study the topological structure of the symmetry group of the standard model, GSM =
Symmetry Groups of Attractors
 Arch.Rat.Mech.Anal
, 1994
"... For maps equivariant under the action of a finite group \Gamma on R n , the possible symmetries of fixed points are known and correspond to the isotropy subgroups. This paper investigates the possible symmetries of arbitrary, possibly chaotic, attractors and finds that the necessary conditions ..."
Abstract

Cited by 17 (8 self)
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For maps equivariant under the action of a finite group \Gamma on R n , the possible symmetries of fixed points are known and correspond to the isotropy subgroups. This paper investigates the possible symmetries of arbitrary, possibly chaotic, attractors and finds that the necessary
Results 1  10
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8,766