The object of this paper is an analysis of the equivariant homology theories arising from equivariant unoriented bordism. The attempted here may be described as: Define equivariant bordism groups by taking equivalence classes of equivariant maps of compact G manifolds into G spa…
Introduction Attractors and chain recurrence Periodic decompositions and adding machines Semicontinuity and homogeneity Crushing arguments Topological horseshoes Generic homeomorphisms Almost equicontinuity Cantor sets The circle Crushing the chain recurrent set Generic homeomor…
The embeddability and structure of all locally compact one-to-one continuous metric (equivalently, Hausdorff) images of the real line are studied. The structure of such spaces is utilized to obtain, for example, necessary and sufficient conditions that they be embeddable in the …
The authors study the mapping class groups of orientable [italic]P²-irreducible 3-manifolds with compressible boundary, and extend the results proved by K. Johannson for the boundary incompressible case. The authors show that the mapping class group is finitely-generated and has…
