Compact Differentiable 4-Folds with Quaternionic Structures.
Compact Differentiable 4-Folds with Quaternionic Structures (Erratum).
Compact differentiable transformation groups on exotic spheres.
Compact fiberings of homogeneous spaces. I
Compact flat manifolds with holonomy group (II)
Compact Groups Acting with (n-1)-Dimensional Orbits on Subspaces of n-Manifolds
Compact groups of automorphisms of stable planes.
Compact Lie Group Actions with Isotropy Subgroups of Maximal Rank.
Compact solvmanifolds of dimension at most 4.
Compacta weak shape equivalent to ANR's
Compacta with the shape finite complexes
Compactification via le spectre réel d’espaces des classes de représentation dans SO
Soit un groupe de type fini non élémentaire. On note l’ensemble des structures hyperboliques de dimension sur . peut se réaliser comme fermé dans un espace semi-algébrique qui admet une compactification naturelle par le spectre réel. On note le compactifié via le réel de . L’objet de cet article est de décrire les points ajoutés dans . La compactification obtenue de cette manière permet d’interpréter “les points frontières” comme des représentations de dans où est un corps réel...
Compactifying coverings of 3-manifolds.
Compactly supported cohomology of systolic 3-pseudomanifolds
We show that the second group of cohomology with compact supports is nontrivial for three-dimensional systolic pseudomanifolds. It follows that groups acting geometrically on such spaces are not Poincaré duality groups.
Compactness for embedded pseudoholomorphic curves in 3-manifolds
We prove a compactness theorem for holomorphic curves in 4-dimensional symplectizations that have embedded projections to the underlying 3-manifold. It strengthens the cylindrical case of the SFT compactness theorem [BEH+C03] by using intersection theory to show that degenerations of such sequences never give rise to multiple covers or nodes, so transversality is easily achieved. This has application to the theory of stable finite energy foliations introduced in [HWZ03], and also suggests a new...
Compactness Results for Orbifold Instantons.
Compactness results in symplectic field theory.
Comparing handle decompositions of homotopy equivalent manifolds
Comparison of the refined analytic and the Burghelea-Haller torsions
The refined analytic torsion associated to a flat vector bundle over a closed odd-dimensional manifold canonically defines a quadratic form on the determinant line of the cohomology. Both and the Burghelea-Haller torsion are refinements of the Ray-Singer torsion. We show that whenever the Burghelea-Haller torsion is defined it is equal to . As an application we obtain new results about the Burghelea-Haller torsion. In particular, we prove a weak version of the Burghelea-Haller conjecture relating...
Complements of solenoids in are m-spaces