Category:Symmetry

:

• Asymmetry (10 C, 52 P)

C

• Conservation laws (1 C, 32 P)

E

• Euclidean symmetries (1 C, 42 P)

G

• Geometric centers (4 C, 34 P)
• Group actions (mathematics) (3 C, 22 P)

M

• Musical symmetry (2 C, 18 P)

P

• Palindromes (1 C, 20 P)

R

• Rotational symmetry (1 C, 58 P)

S

• Scaling symmetries (1 C, 14 P)
• Supersymmetry (2 C, 47 P)
• Symmetric functions (43 P)
• Symmetric relations (6 P)

T

• Tessellation (20 C, 42 P)

U

• Uniform polytopes (3 C, 11 P)

• Symmetry

*

• Asymmetry

0–9

• 3D mirror symmetry

A

• Affine symmetric group
• The Ambidextrous Universe
• Arch form
• Automorphism
• Axial current
• Axiality (geometry)

B

• Bondi–Metzner–Sachs group

C

• C-symmetry
• Centrosymmetry
• Chirality (physics)
• Circular symmetry
• Color and Symmetry
• Colored Symmetry (book)
• Commutative property
• Conformal field theory
• Conformal symmetry
• Confronted animals
• Conservation law
• Conserved current
• Continuous symmetry
• Coxeter notation
• CPT symmetry
• Crystal system
• Crystallographic point group
• Curie's principle
• Cyclic symmetry in three dimensions
• Cymatics

D

• Dichromatic symmetry
• Dihedral symmetry in three dimensions
• Directional symmetry (time series)
• Discrete symmetry
• Droste effect
• Dynamic symmetry

E

• Einstein group
• Elitzur's theorem
• Equivariant map
• Erlangen program
• Explicit symmetry breaking

F

• Facial symmetry
• Family symmetries
• Fibrifold
• List of spherical symmetry groups
• Fock–Lorentz symmetry

G

• Gauge symmetry (mathematics)
• Introduction to gauge theory
• Geometric symmetry (book)
• Geometric transformation
• Group (mathematics)
• Group action
• Gul (design)

H

• Jay Hambidge
• Hesse's principle of transfer
• Higgs field (classical)
• Higgs mechanism
• Higgs sector
• Homological mirror symmetry

I

• International Society for the Interdisciplinary Study of Symmetry
• Inversion transformation
• Irreducible representation
• Isometry

J

• Jucys–Murphy element

L

• Lie group
• Lie groupoid
• Lie point symmetry
• List of space groups
• Lorentz covariance

M

• M. C. Escher: Visions of Symmetry
• Misorientation
• Modular invariance
• Molecular symmetry
• Murnaghan–Nakayama rule

N

• Noether's second theorem
• Noether's theorem
• Non-Euclidean crystallographic group

O

• One-dimensional symmetry group

P

• P-compact group
• Poincaré group
• Polar point group
• Polychromatic symmetry

Q

• Quasisymmetry

R

• Rotational symmetry

S

• Scale invariance
• Schoenflies notation
• Screw axis
• Soft SUSY breaking
• Space group
• Spacetime symmetries
• Spontaneous symmetry breaking
• Stueckelberg action
• Supersymmetry breaking
• Symmetric group
• Symmetric spectrum
• Symmetries of Culture: Theory and Practice of Plane Pattern Analysis
• The Symmetries of Things
• Symmetry (geometry)
• Symmetry aspects of M. C. Escher's periodic drawings
• Symmetry breaking
• Symmetry element
• Symmetry group
• Symmetry in biology
• Symmetry in mathematics
• Symmetry (physics)
• Symmetry in Science and Art
• Symmetry number
• Symmetry of diatomic molecules
• Symmetry of second derivatives
• Symmetry operation
• Symmetry-protected topological order
• SYZ conjecture

T

• T-symmetry
• Tendril perversion
• Tessellation
• Through and through
• Time reversibility
• Time-translation symmetry
• Transformation geometry
• Translational symmetry
• Triptych
• Triskelion

W

• Weyl transformation

Y

• Yang–Mills theory

Z

• Zimmer's conjecture