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06 Aralık 2013, 15:40 
Bilkent Üniversitesi ODTÜ-Bilkent Cebirsel Geometri Seminerleri Mesut Şahin
We start with the definition of normal, very ample and smooth
polytopes. We next define the projective toric variety $X_A$ determined
by a finite set $A$ of lattice points. When $A$ is the lattice points of a
polytope $P$ we demonstrate that $X_A$ reflects the properties of $P$ best
if $P$ is very ample. We also define the normal fan of $P$ and discuss the
relation betwen the corresponding "abstract" varieties $X_P$ and $X_A$.
NOT: Tea and cookies will be served before the talk. Cebirsel Geometri İngilizce Mathematics Seminar Room, Bilkent. İlgili Web Bağlantısı admin 20.03.2020 |
