DAGA Seminar: Grothendieck's six operations on o-minimal sheaves

Thursday 26 January 2012 - Mario Edmundo


Mario Edmundo (Lisbon)
"Grothendieck's six operations on o-minimal sheaves"
Thursday, January 26, 2012, h.14:30, room 2AB40
Joint work with L. Prelli

O-minimality is the analytic part of model theory (a branch of logic) and deals with theories of ordered, hence topological, structures satisfying certain tameness properties, it generalizes real and sub-analytic geometry and formalizes Grothendieck´s notion of tame topology (topologie modérée).) In this context, after given the motivation and presenting some of the most important applications of o-minimality, we present the formalism of Grothendieck's six operations on o-minimal sheaves which generalizes similar theories in real and sub-analytic geometry.

Rif. int. A. Bertapelle

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