Bemerkungen zur Borel-Moore-Homologie.
Berechnung der Homologiegruppen singularitätenfreier algebraischer Hyperflächen und Konstruktion von Repräsentanten ihrer Erzeugenden
Bivariant cohomology and -spaces
Bockstein Operations in Morava K-Theories.
Bordism and Geometric Dimension.
Bordismentheorie stabil gerahmter G-Mannigfaltigkeiten.
Borsuk's Theory of Shape and Cech Homotopy.
Bounded cohomology of lattices in higher rank Lie groups
We prove that the natural map from bounded to usual cohomology is injective if is an irreducible cocompact lattice in a higher rank Lie group. This result holds also for nontrivial unitary coefficients, and implies finiteness results for : the stable commutator length vanishes and any –action on the circle is almost trivial. We introduce the continuous bounded cohomology of a locally compact group and prove our statements by relating to the continuous bounded cohomology of the ambient group...
Bounds for the number of connected components and the first Betti number mod two of a real algebraic surface
BP Operations and Morava's Extraordinary K-Theories.
Braid Orientations and Bundles with Flat Connections.
Brown–Peterson cohomology and Morava K-theory of DI(4) and its classifying space
DI(4) is the only known example of an exotic 2-compact group, and is conjectured to be the only one. In this work, we study generalized cohomology theories for DI(4) and its classifying space. Specifically, we compute the Morava K-theories, and the P(n)-cohomology of DI(4). We use the non-commutativity of the spectrum P(n) at p=2 to prove the non-homotopy nilpotency of DI(4). Concerning the classifying space, we prove that the BP-cohomology and the Morava K-theories of BDI(4) are all concentrated...