Примеры использования Symmetry group на Английском языке и их переводы на Русский язык
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The exhibit is part of the Symmetry group.
Their symmetry group has four elements.
It is, loosely speaking, the symmetry group of the object.
Dn is the symmetry group of a partially rotated prism.
Mathematically, QED is an abelian gauge theory with the symmetry group U1.
This is the symmetry group of a circle.
The sets of 6 form an S(3,6,22) Steiner system, whose symmetry group is M22.
A typical object with symmetry group Cn or Dn is a propeller.
The symmetry group of a right pentagonal prism is D5h of order 20.
Using this method, we integrate equations with a non- trivial symmetry group.
Keywords: symmetry group, intertype relations, subgroup.
These vertices are identified as conjugate 3-transpositions in the symmetry group Fi22 of the graph.
The latter is the symmetry group for a regular n-sided pyramid.
That is, it has D2d antiprismatic symmetry,  a symmetry group of order 8.
An object with symmetry group Dn, Dnh, or Dnd has rotation group  Dn.
Together these generate the(proper isochronous)Poincaré group,  the symmetry group of Minkowski spacetime.
The symmetry group of a right 3-sided prism with triangular base is D3h of order 12.
A figure is achiral if and only if its symmetry group contains at least one orientation-reversing isometry.
Its symmetry group is a frieze group  generated by a single glide reflection.
The rotation group  of an object is equal to its full symmetry group if and only if the object is chiral.
The symmetry group of the 110-vertex Iofina-Ivanov is the projective linear group  PGL2(11), with 1320 elements.
Keywords: socion, the group  of intertype relation operators, the symmetry group of tetragonal prism, dihedral groups,  matrix formalism of intertype relations.
Its symmetry group is the projective special linear group  L2(11), so it has 660 symmetries. .
Another related symbol is the Coxeter-Dynkin diagram which represents a symmetry group with no rings, and the represents regular polytope or tessellation with a ring on the first node.
Its symmetry group has order 240, and is isomorphic to the product of a symmetric group  on 5 points with a group  of order 2.
A 4-polytope is uniform if it has a symmetry group under which all vertices are equivalent, and its cells are uniform polyhedra.
Its symmetry group is the quotient of the spherical triangle group  by the reflection through the origin(-I), which is a central element of order 2.
The symmetric group  on five points is also the symmetry group of the Petersen graph, and the order-2 subgroup swaps the vertices within each pair of vertices formed in the double cover construction.
Therefore a symmetry group of rotational symmetry  is a subgroup of E+(m) see Euclidean group. .
An object with symmetry group Cn, Cnh, Cnv or S2n has rotation group  Cn.