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The K-theory of abelian subalgebras of AF algebras.
-
T.A. Loring
and M. Dadarlat
Published/Copyright:
December 9, 2009
Online erschienen: 2009-12-09
Erschienen im Druck: 1992
Walter de Gruyter
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- Titelei
- How the interface approaches the boundary in the Dead Core Problem.
- The conjugation representation and inner amenability of discrete groups.
- The K-theory of abelian subalgebras of AF algebras.
- On the canonical height for the algebraic unit group.
- Hausdorff dimension, lower order and Khintchine's theorem in metric Diophantine approximation.
- Torsion in loop space homology.
- A parametrization of the Weierstrass formulae and perturbation of complete minimal surfaces in R3 into the hyperbolic 3-space.
- On valued function fields III. Reductions of algebraic curves.
- On the p-rank of the tame kernel of algebraic number fields.
- The Hasse zeta function of a K3 surface related to the number of words of weight 5 in the Melas codes.
- Decomposable form equations with a small linear scattering.
Articles in the same Issue
- Titelei
- How the interface approaches the boundary in the Dead Core Problem.
- The conjugation representation and inner amenability of discrete groups.
- The K-theory of abelian subalgebras of AF algebras.
- On the canonical height for the algebraic unit group.
- Hausdorff dimension, lower order and Khintchine's theorem in metric Diophantine approximation.
- Torsion in loop space homology.
- A parametrization of the Weierstrass formulae and perturbation of complete minimal surfaces in R3 into the hyperbolic 3-space.
- On valued function fields III. Reductions of algebraic curves.
- On the p-rank of the tame kernel of algebraic number fields.
- The Hasse zeta function of a K3 surface related to the number of words of weight 5 in the Melas codes.
- Decomposable form equations with a small linear scattering.