About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 153. Chapters: Group, Lie group, Automorphism, Conservation law, Symmetry group, Symmetric group, Self-similarity, Noether's theorem, C-symmetry, T-symmetry, CPT symmetry, Toilet paper orientation, Regular polytope, Higgs mechanism, Introduction to gauge theory, Space group, Three hares, Scale invariance, Sheela na Gig, Chirality, Hexagram, Yang-Mills theory, Taijitu, Molecular symmetry, Lie point symmetry, Asymmetry Principle, Tessellation, Triskelion, Crystal system, CP violation, Lorentz covariance, Spontaneous symmetry breaking, Commutativity, Rotational symmetry, Erlangen program, Mirror symmetry, One-dimensional symmetry group, Spacetime symmetries, Symmetry in mathematics, Symmetry in biology, Misorientation, Symmetry of second derivatives, Crystallographic point group, Conformal field theory, Translational symmetry, List of spherical symmetry groups, Screw axis, Sauwastika, Isometry, Inversion transformation, Lie groupoid, Dihedral symmetry in three dimensions, Poincare group, Conformal symmetry, The Ambidextrous Universe, Left-right symmetry, Jay Hambidge, Homological mirror symmetry, Gauge symmetry, Fock-Lorentz symmetry, Symmetry operation, Schonflies notation, Transformation geometry, Jucys-Murphy element, Cyclic symmetries, Conserved current, Explicit symmetry breaking, Tetron Model, Einstein group, Glide plane, Noether's second theorem, Local symmetry, Reversible dynamics, Symmetric relation, Uncorrelated asymmetry, SYZ conjecture, Symmetry number, Through and through, Weyl transformation, Centrosymmetry, Fibrifold, Continuous symmetry, P-compact group, Circular symmetry, Non-Euclidean crystallographic group, Inherent chirality, Special conformal transformation, Directional symmetry, Inequivalent symmetry, Modular invariance, Global symmetry, Symmetry element. Excerpt: In mathematics, a group is an algebraic structu...
