About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 173. Chapters: Lie group, Lie algebra, Pauli matrices, Haar measure, General linear group, Special linear group, Hilbert's fifth problem, Lattice, Mobius transformation, An Exceptionally Simple Theory of Everything, Lorentz group, Projective linear group, Symmetric space, Orthogonal group, E8, Root system, List of simple Lie groups, Matrix exponential, E6, Heisenberg group, E7, Lie point symmetry, Charts on SO(3), SL2(R), Special unitary group, SO(4), ADE classification, Ping-pong lemma, Kleinian group, Complex reflection group, Exponential map, Freudenthal magic square, Rotation group, Baker-Campbell-Hausdorff formula, Table of Lie groups, Euclidean group, Projective orthogonal group, Bianchi classification, Projective unitary group, Spin group, Maurer-Cartan form, Weyl group, Nilmanifold, Covering group, Principal homogeneous space, Circle group, Group algebra, Indefinite orthogonal group, Classical group, Representation of a Lie group, Coxeter number, Schottky group, Automorphic form, Symplectic group, Wess-Zumino-Witten model, Cartan decomposition, Hermitian symmetric space, Compact group, Killing form, G2, Affine group, F4, Real form, Darboux derivative, Theta representation, Pseudogroup, Adjoint endomorphism, Triality, Reductive group, Klein geometry, Maximal compact subgroup, Poincare group, Oppenheim conjecture, Representation ring, Maximal torus, Glossary of semisimple groups, One-parameter group, Gell-Mann matrices, Lie theory, Bruhat decomposition, List of Lie group topics, Ratner's theorems, SO(8), Quaternion-Kahler symmetric space, Vector flow, Infinitesimal transformation, Iwasawa decomposition, Pre-Lie algebra, Fundamental representation, Identity component, Lie product formula, Special linear Lie algebra, Improper rotation, Einstein group, Ahlfors finiteness theorem, Schrodinger group, Hitchin system, Lie group de...
