Seminars: A. V. Chernavskii, Correction of Shtan'ko's original proof of the Ancel--Cannon theorem on locally flat approximation of codimension 1 embeddings of manifolds (continued)

SEMINARS


Geometric Topology Seminar January 19, 2011 12:00, Moscow, Steklov Mathematical Institute, room 534

Correction of Shtan'ko's original proof of the Ancel–Cannon theorem on locally flat approximation of codimension 1 embeddings of manifolds (continued) A. V. Chernavskii
References M. A. Shtanko, “Approksimatsiya vlozhenii mnogoobrazii v korazmernosti edinitsa”, Matem. sb., 94:3 (1974), 483–494 ; Math. USSR-Sb., 23:3 (1974), 456–466 F. Ancel, J. Cannon, “The locally flat approximation of cell-like embedding relations”, Ann. of Math., 109 (1979), 61–86 J. W. Cannon, J. L. Bryant and R. C. Lacher, “The structure of generalized manifolds having nonmanifold set of trivial dimension”, Geometric Topology (Proc. Georgia Topology Conf., Athens, GA, 1977), Academic Press, 1979, 261–300 S. C. Ferry, “On the Ancel–Cannon theorem”, Topol. Proc., 17 (1992), 41–58 http://at.yorku.ca/b/a/a/d/11.htm R. J. Daverman and G. A. Venema, Embeddings in Manifolds, Graduate Studies in Math, 106, Amer Math. Soc., 2009 http://www.calvin.edu/~venema/embeddingsbook/