Pages that link to "Item:Q5647075"

The following pages link to Introduction to Algebraic K-Theory. (AM-72) (Q5647075):

Displaying 50 items.

• Grothendieck groups of dihedral and quaternion group rings (Q762601) (← links)
• Classification of Bagnera-de Franchis varieties in small dimensions (Q782425) (← links)
• On the conormal bundle of ideals (Q786869) (← links)
• Geometric models for the K-theory of fields (Q788101) (← links)
• Ends of Maps. II (Q789784) (← links)
• Class groups of maximal orders over Krull domains (Q790905) (← links)
• Cancellation over commutative rings of dimension one and two (Q793790) (← links)
• A presentation for the special automorphism group of a free group (Q795167) (← links)
• Remarks on quasinormal rings (Q795872) (← links)
• \(G\)-vector bundles and \(F\)-projective modules (Q796141) (← links)
• Kähler differentials and coverings of complex simple Lie algebras extended over a commutative algebra (Q800467) (← links)
• Relations between algebraic K-theory and Hermitian K-theory (Q801029) (← links)
• Metaplectic forms (Q802595) (← links)
• Explicit realization of a metaplectic representation (Q803193) (← links)
• On orders and multiple fibre products (Q803203) (← links)
• Multiplicative field invariants and the Brauer group (Q805677) (← links)
• On the linear, symplectic and orthogonal K groups of \({\mathbb{Z}}/p^ 2{\mathbb{Z}}\) in dimensions 1 through 5 (Q807739) (← links)
• Maslov index and Clifford algebras (Q809196) (← links)
• 3-cocycles, symbols and reciprocity laws on curves (Q814774) (← links)
• On the non-vanishing of the powers of the Euler class for mapping class groups (Q823811) (← links)
• Universal central extensions of linear groups over rings of non-commutative Laurent polynomials, associated \(K_1\)-groups and \(K_2\)-groups (Q824127) (← links)
• Transfer maps and nonexistence of joint determinant (Q840663) (← links)
• Universal Karoubi characteristic classes of nuclear \(C^*\)-algebras (Q843628) (← links)
• Adiabatic limits of \(\eta \)-invariants and the Meyer functions (Q845760) (← links)
• Homology of multiplicative Lie rings (Q861870) (← links)
• The unstable integral homology of the mapping class groups of a surface with boundary (Q862366) (← links)
• The Steinberg group of a monoid ring, nilpotence, and algorithms (Q863377) (← links)
• The 3-Sylow subgroup of the tame kernel of real number fields (Q863914) (← links)
• Galois corings and a Jacobson-Bourbaki type correspondence. (Q868860) (← links)
• Explicit \(K_{2}\) of some finite group rings (Q872187) (← links)
• On universal central extensions of precrossed and crossed modules (Q878671) (← links)
• Local rigidity of restrictions of Weyl chamber flows (Q883405) (← links)
• Topological methods in moduli theory (Q887211) (← links)
• On centrality of \(\operatorname{K}_2\) for Chevalley groups of type \(\mathsf{E}_\ell\) (Q888852) (← links)
• Free and properly discontinuous actions of discrete groups on homotopy circles (Q891362) (← links)
• Bruns-Gubeladze \(K\)-theory defined by some three-dimensional polytopes (Q891371) (← links)
• Generalized Clifford algebras as algebras in suitable symmetric linear Gr-categories (Q903709) (← links)
• Projective modules over real affine algebras (Q910436) (← links)
• Cyclic cohomology and algebra extensions (Q910472) (← links)
• Representing Clifford algebras as crossed-products (Q911688) (← links)
• A Matsumoto-type theorem for Kac-Moody groups (Q913944) (← links)
• Topological central extensions of \(\text{SL}_1(D)\). (Q913949) (← links)
• On Gorenstein orders (Q916754) (← links)
• On the structure of the \(K_ 2\) of the ring of integers in a number field (Q917680) (← links)
• Projective modules over rings of global sections of flasque sheaves (Q920153) (← links)
• K-theory of function rings (Q923422) (← links)
• Elements of small orders in \(K_2F\). II (Q926528) (← links)
• A direct proof of the Steinberg property of the Contou-Carrère symbol (Q932857) (← links)
• On the torsion in \(K_2\) of a field (Q946371) (← links)
• Steinberg conformal superalgebras (Q950891) (← links)