bdim: Biblioteca Digitale Italiana di Matematica

Un progetto SIMAI e UMI

Referenza completa

Poénaru, Valentin and Tanasi, Corrado:
Smooth 4-Dimensional Thickening of Singular 2-Dimensional Complex in the non Compact Case
Bollettino dell'Unione Matematica Italiana Serie 9 2 (2009), fasc. n.2, p. 467-482, (English)
pdf (1.16 MB), djvu (201 Kb). | MR 2537283 | Zbl 1217.57016

Sunto

The present paper extends the theory of 4-dimensional thickening [3], [4], in the NON-PROPER case. Concrete uses of this extensions are to be founded in [2].
Referenze Bibliografiche
[1] D. GABAI, Valentin Poénaru's Program for the Poincaré Conjecture, in volume Geometry, Topology and Physics for Raoul Bott, S.T. Yau editor, International Press (1994), 139-166 | MR 1358616
[2] V. POÉNARU, Discrete Symmetry with Compact Fundamental Domain and Geometric Simple Connectivity - A provisional Outline of Work in Progress - Preprint Univ. Paris-Sud 2007-16.
[3] V. POÉNARU, Infinite processes and the 3-dimensional Poincaré Conjecture I: The collapsible pseudo-spine representation theorem,Topology, vol. 31, n. 3 (1992), 625-656. | fulltext (doi) | MR 1174263
[4] V. POÉNARU, Infinite processes and the 3-dimensional Poincaré Conjecture II: The Honeycom representation theorem (second revised version), Prépublications d'Orsay 93-14 (1994).
[5] V. POÉNARU, Geometric simple connectivity in smooth four dimensional Topology, Part A (this is an expanded version, with full details of the previous item) Préprint IHES/M/01/45 (2001).
[6] V. POÉNARU - C. TANASI, Equivariant Almost-Arborescent representations of open simply-connected 3-manifolds; A finiteness result; Memoirs of the AMS n. 800 May 2004. vol. 169. | fulltext (doi) | MR 2045642 | Zbl 1052.57017
[7] V. POÉNARU - C. TANASI, Some Remarks on Geometric Simple connectivity in Dimension Four. Part A, Rend. Sem. Mat. e Pol. Torino, vol. 65 no. 3 (2007). | MR 2378958 | Zbl 1150.57005

La collezione può essere raggiunta anche a partire da EuDML, la biblioteca digitale matematica europea, e da mini-DML, il progetto mini-DML sviluppato e mantenuto dalla cellula Math-Doc di Grenoble.

Per suggerimenti o per segnalare eventuali errori, scrivete a

logo MBACCon il contributo del Ministero per i Beni e le Attività Culturali