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The Worldwide Center of Mathematics Friday, November 4, 2016 Coffee, tea, cookies: 3:30pm Talk: 4-5pm 929 Massachusetts Ave., Cambridge, Suite #102 The Worldwide Center of Mathematics, www.centerofmath.org , is located midway between Harvard and Central Squares, at 929 Massachusetts Avenue, Cambridge, MA, in Suite #102. Travel to the Center by public transportation is easy via the #1 bus, or by taking the subway (the T) to Central Square, and walking for 10 minutes. Suite #102 is located on floor 01, which is distinct from floor 1. Pablo Portilla ICMAT, Madrid, visiting Northeastern University, Boston Tête-à-tête graphs and Seifert manifolds Abstract: In this talk, we will introduce the notion of tête-à-tête graph (an original idea by A'Campo). This kind of graph is given by purely combinatorial data: a ribbon graph together with some decoration (a positive rational number on each edge of the graph) satisfying a certain checkable condition. This data codifies the topology of an orientable surface with boundary together with a periodic mapping class of the surface. We will discuss some generalizations of these graphs as well as some applications to the study of Seifert manifolds and their horizontal surfaces. This is joint work with Javier Fernández de Bobadilla and María Pe Pereira.

Portilla poster for WWCoM - Center of MathTitle Portilla poster for WWCoM Created Date 10/21/2016 2:51:56 PM

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Page 1: Portilla poster for WWCoM - Center of MathTitle Portilla poster for WWCoM Created Date 10/21/2016 2:51:56 PM

The Worldwide Center of  Mathematics

Friday, November 4, 2016 Coffee, tea, cookies: 3:30pm

Talk: 4-5pm 929 Massachusetts Ave., Cambridge, Suite #102

The Worldwide Center of Mathematics, www.centerofmath.org , is located midway between Harvard and Central Squares, at 929 Massachusetts Avenue, Cambridge, MA, in Suite #102. Travel to the Center by public transportation is easy via the #1 bus, or by taking the subway (the T) to Central Square, and walking for 10 minutes. Suite #102 is located on floor 01, which is distinct from floor 1.

Pablo PortillaICMAT, Madrid, visiting Northeastern University, Boston

Tête-à-tête graphs and Seifert manifolds

Abstract: In this talk, we will introduce the notion of tête-à-tête graph (an original idea by A'Campo). This kind of graph is given by purely combinatorial data: a ribbon graph together with some decoration (a positive rational number on each edge of the graph) satisfying a certain checkable condition. This data codifies the topology of an orientable surface with boundary together with a periodic mapping class of the surface. We will discuss some generalizations of these graphs as well as some applications to the study of Seifert manifolds and their horizontal surfaces.

This is joint work with Javier Fernández de Bobadilla and María Pe Pereira.