About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 70. Chapters: Group representation, Simple module, Deligne-Lusztig theory, Littlewood-Richardson rule, Hopf algebra, Restricted representation, Prehomogeneous vector space, Freudenthal magic square, Hecke algebra, Association scheme, Littelmann path model, N = 2 superconformal algebra, Invariant subspace, Universal enveloping algebra, Bose-Mesner algebra, Schur algebra, Triple system, Cartan matrix, Reductive dual pair, Dominance order, Young's lattice, Yangian, Quiver, Plancherel measure, Clifford theory, Representation theory of Hopf algebras, Auslander-Reiten theory, Projective representation, Schur's lemma, Algebra representation, Burau representation, Tilting theory, Quaternionic representation, N!-conjecture, Lawrence-Krammer representation, Equivariant map, Real representation, Schur-Weyl duality, Stable module category, Noncommutative harmonic analysis, Schur functor, The Classical Groups, Schubert variety, Jucys-Murphy element, Clifford module, Root datum, Dade isometry, Exceptional character, Shapiro's lemma, Highest weight category, Fundamental representation, Brauer algebra, Affine Hecke algebra, Parabolic induction, Quantum affine algebra, Kostant partition function, Haagerup property, Admissible representation, Riemann-Hilbert correspondence, Zuckerman functor, List of representation theory topics, List of harmonic analysis topics, Absolutely irreducible, Faithful representation, Gabriel's theorem, Herz-Schur multiplier, Affine representation, Krull-Schmidt category, Symplectic representation, Kirillov model, Opposite group, Minuscule representation, Trivial representation, Birman-Wenzl algebra, Whittaker model, Locally compact quantum group, Ringel-Hall algebra, Auslander algebra, Arthur conjectures, Vertex of a representation. Excerpt: Representation theory is a branch of mathematics that studies abstract algebrai...
