Algebraic Equations for a Class of P.L.Spaces.
Algebraic Hulls and the Folner Property.
Algebraic linking numbers of knots in 3-manifolds.
Algebraic models of Poincaré embeddings.
Algebraic properties of decorated splitting obstruction groups
In questo articolo si riassumono le definizioni e le principali proprietà dei gruppi di ostruzione con decorazione di tipo LS e LP. Si stabiliscono nuove relazioni fra questi gruppi e si descrivono le proprietà delle mappe naturali fra differenti gruppi con decorazione. Si costruiscono varie successioni spettrali, contenenti questi gruppi con decorazione, e si studiano la loro connessione con le successioni spettrali in -teoria per certe estensioni quadratiche di antistrutture. Infine, si introduce...
Algebraic properties of mapping class groups of surfaces
Algebraic realization of equivariant vector bundles.
Algebraic Torsion for Infinite Simple Homotopy Types
Algebraic Transformation Groups and Representation.
Algebraic tubular neighbourhoods II.
Algebras of functions on groupoid of some special foliations.
Algebras Q (f) Determine the Topological Types of Generic Map-Germs.
Algebre di Hopf e invarianti di 3-varietà con combing e framing
Algèbres commutatives de champs de vecteurs isochores
Algèbres de Lie attachées à un feuilletage
Algèbres de Maurer-Cartan et Holonomie
Algébricité de l'espace de feulletages d'un espace analytique compact.
Algebroid nature of the characteristic classes of flat bundles
The following two homotopic notions are important in many domains of differential geometry: - homotopic homomorphisms between principal bundles (and between other objects), - homotopic subbundles. They play a role, for example, in many fundamental problems of characteristic classes. It turns out that both these notions can be - in a natural way - expressed in the language of Lie algebroids. Moreover, the characteristic homomorphisms of principal bundles (the Chern-Weil homomorphism [K4], or the...
Algorithmic compression of surface automorphisms.
Algorithmic detection and description of hyperbolic structures on closed 3-manifolds with solvable word problem.