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Introduction to Algebraic K-Theory. (AM-72), Volume 72
Volume 72 in the series
Annals of Mathematics Studies
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1972
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 200
- Keywords: Homomorphism; Root of unity; Elementary matrix; Subgroup; Dedekind domain; K-theory; Topological group; Complex number; Ideal (ring theory); Exterior algebra; Algebraic K-theory; Banach algebra; Vector space; Wedderburn's theorem; Ring of integers; Algebraic integer; Rational number; Division algebra; Basis (linear algebra); Cyclic group; Local field; Commutative property; Commutative ring; Direct sum; Monomial; Function (mathematics); Theorem; Quotient ring; Real number; Topological K-theory; Existential quantification; Special linear group; Variable (mathematics); Number theory; Isomorphism class; Matsumoto's theorem; Integral domain; Galois extension; Maximal ideal; Algebraic equation; General linear group; Surjective function; Homological algebra; Identity matrix; Congruence subgroup; Topological space; Coprime integers; Noetherian; Polynomial; Fundamental group; Prime ideal; Tensor product; Projective module; Division ring; Invertible matrix; Exact sequence; Kummer theory; Simple algebra; Commutator; Identity element; Abelian group; Absolute value; Topology; Special case; Hausdorff space; Prime element; Free abelian group; Direct limit; Scientific notation; Mathematics; Homotopy; Lattice (group); Finite group; Right inverse; Circle group; Meromorphic function; Weierstrass function; Discrete valuation; Summation; Quadratic form; Whitehead torsion; Big O notation; Addition; Ideal class group; Schur multiplier; Local ring; Elliptic function; Direct proof; Factorization; Normal subgroup; Galois group; Open set; Group extension; Picard group; Quaternion; Computation; Coefficient; Torsion group; Left inverse; Natural number
eBook
- Published: March 2, 2016
- ISBN: 9781400881796
