Naoki SAKATA

Title:
Veering triangulations of mapping tori of some pseudo-Anosov maps arising from Penner's construction

Abstract:
Agol proved that every pseudo-Anosov mapping torus of a surface, punctured along the singular points of the stable 
and unstable foliations, admits a canonical "veering" ideal triangulation.
In this talk, we will study the veering triangulations of the mapping tori of some pseudo-Anosov maps arising from Penner's construction.
Such veering triangulations are generalizations of the geometric veering triangulations of the hyperbolic once-punctured torus bundles over the circle.