Juan antonio MOYA PEREZ – The link of a finitely determined map germ from $R^2$ to $R^2$ (joint work with J.J.Nuno Ballesteros)

Quand

22 janvier 2015    
Let $f :(R^2, 0) —> (R^2, 0)$ be a finitely determined germ. Thelink of f is obtained by taking a small enough representative f : U —> R^2 andthe intersection of its image with a small enough sphere $S_epsilon^1$,centered in the origin. We will describe the topology of f in terms of theGauss word associated to its link.[

Juan antonio MOYA PEREZ – The link of a finitely determined map germ from $R^2$ to $R^2$ (joint work with J.J.Nuno Ballesteros)

Quand

22 janvier 2015    
Let $f :(R^2, 0) —> (R^2, 0)$ be a finitely determined germ. Thelink of f is obtained by taking a small enough representative f : U —> R^2 andthe intersection of its image with a small enough sphere $S_epsilon^1$,centered in the origin. We will describe the topology of f in terms of theGauss word associated to its link.[