About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 268. Chapters: Vector space, Group, Linear map, Polynomial, Euclidean vector, Cauchy sequence, Fundamental theorem of algebra, Power set, Dimension, Binary operation, Isomorphism, Tensor product, Monoid, Universal algebra, Algebraic topology, Algebraic number, Linear combination, Linear independence, Identity element, Union, Permutation, Algebraic structure, Formal power series, Idempotence, Associativity, Algebraically closed field, List of group theory topics, Linear span, Groupoid, Inverse limit, Binary function, Fundamental theorem on homomorphisms, Direct product, Arity, Commutator, Unique factorization domain, Isomorphism class, General linear group, Zero divisor, Embedding, Distributivity, Magma, Homological algebra, Row and column spaces, Complement, Inverse element, Identity matrix, Cross product, Orthogonality, Special linear group, Additive inverse, Eigenvalues and eigenvectors, List of algebraic structures, Algebraic number field, Special classes of semigroups, Emmy Noether bibliography, Problems in loop theory and quasigroup theory, Inverse semigroup, Interior algebra, Higher-dimensional algebra, Algebraic K-theory, Light's associativity test, Information algebra, Module, Operad theory, Hecke algebra, Seifert-van Kampen theorem, Order of operations, Commutativity, Cycle graph, Valuation ring, Zero-product property, Free object, Multiplicative inverse, Polarization identity, Semiring, Group extension, Semigroup with two elements, Esquisse d'un Programme, Transpose, Pseudo-ring, Racks and quandles, Irreducible polynomial, Cancellative semigroup, Grothendieck group, Direct limit, Math 55, Closure with a twist, Variety, Absolute value, Involution, List of abstract algebra topics, Scalar, Double groupoid, Cokernel, Dimension theorem for vector spaces, Intersection, Expression, External, Near-field, Homomorphic secret shar...
