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SUMMARY:Büşra Karadeniz Şen (Gebze Technical University)
DTSTART:20240329T124000Z
DTEND:20240329T134000Z
DTSTAMP:20260423T021256Z
UID:OBAGS/44
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/OBAGS/44/">B
 oundaries of the dual Newton polyhedron may describe the singularity</a>\n
 by Büşra Karadeniz Şen (Gebze Technical University) as part of ODTU-Bil
 kent Algebraic Geometry Seminars\n\n\nAbstract\nWe are dealing with a hype
 rsurface $X\\subset\\mathbb{C}^3$\n having non-isolated singularities.We c
 onstruct an embedded toric resolution of $X$\n using some specific vectors
  in its dual Newton polyhedron. To do this\, we first define the profile o
 f a full dimensional cone and we establish a relation between the jet vect
 ors and the integer points in the profile.\n\nThis is a part of the joint 
 work with C. Plénat and M. Tosun.\n\nReferences <br>\n[1] A. Altintaş Sh
 arland\, C. O. Oğuz\, M. Tosun and Z.aferiakopoulos\, <i>An algorithm to 
 find nonisolated forms of rational singularities</i>\, In preparation. <br
 >\n[2] C. Bouvier and G. Gonzalez-Sprinberg\, <i>Systéme générateur min
 imal\, diviseurs essentiels et G-désingularisations de variétés torique
 </i>\, Tohoku Math. J.\, 47\, 1995. <br>\n[3] B. Karadeniz Şen\, C. Plén
 at and M. Tosun\,<i> Minimality of a toric embedded resolution of singular
 ities after Bouvier-Gonzalez-Sprinberg</i>\, Kodai Math J.\, accepted\, 20
 24.\n
LOCATION:https://researchseminars.org/talk/OBAGS/44/
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