[Turkmath:9404] Seminer İlanı (Hacettepe Üniv., 10 Aralık 2013, 14:00)

[Yasar Sozen]

Değerli Liste Üyeleri,


Hacettepe Üniversitesi Fen Fakültesi Matematik Bölümü Seminerleri
kapsamında, Doçent Dr. Mesut ŞAHİN (Çankırı Karatekin Üniversitesi)   10
Aralık 2013 Salı günü, saat 14:00'te Yaşar ATAMAN seminer salonunda *"Toric
complete intersection codes and multigraded Hilbert functions" * başlıklı
bir seminer verecektir.  Konuşma ile ilgili detaylı bilgi  aşağıda
verilmiştir.





İlgili herkesi davet ediyoruz.







*Konuşmacı : *Doç. Dr. Mesut ŞAHİN (Çankırı Karatekin Üniversitesi)



*Tarih :* 10 Aralık 2013, Salı



*Saat :* 14:00



*Yer :* Yaşar ATAMAN Seminer Salonu









*Başlık :*  Toric complete intersection codes and multigraded Hilbert
functions



*Özet :*



After a short introduction of toric geometry and of evaluation codes, I
will talk about how multigraded Hilbert functions can be used to compute
lengths and dimensions of some evaluation codes obtained from subvarieties
of toric varieties. In particular, I will give a formula for these basic
parameters in the case where the subvariety is a complete intersection of n
semiample hypersurfaces in a toric variety of dimension n.





This is a joint work with Ivan Soprunov of Cleveland State University.











Konuşma sonunda çay ve pasta ikramı olacaktır.



Saygılarımla,



Genel Seminer Komitesi Adına

Doç. Dr. Yaşar SÖZEN

Hacettepe Üniversitesi Fen Fakültesi

Matematik Bölümü, Beytepe, Ankara







Dear All,







On December 10, 2013 (Tuesday) at 14:00, there will be a general seminar at
Hacettepe University, Department of Mathematics. This week, Assoc. Prof.
Dr. Mesut ŞAHİN (Karatekin University, Çankırı)  will give a talk entitled
with *"Toric complete intersection codes and multigraded Hilbert functions"*
.





We invite all the interested mathematicians.





*Speaker : *Assoc. Prof. Dr. Mesut ŞAHİN (Karatekin University, Çankırı)



*Date :* December 10, 2013 (Tuesday)



*Time :* 14:00



*Place :* Yaşar ATAMAN Seminar Room








*Title :*  Toric complete intersection codes and multigraded Hilbert
functions



*Abstract :*



After a short introduction of toric geometry and of evaluation codes, I
will talk about how multigraded Hilbert functions can be used to compute
lengths and dimensions of some evaluation codes obtained from subvarieties
of toric varieties. In particular, I will give a formula for these basic
parameters in the case where the subvariety is a complete intersection of n
semiample hypersurfaces in a toric variety of dimension n.





This is a joint work with Ivan Soprunov of Cleveland State University.







After the talk, tea and cookies will be served.





Sincerely,

On the Behalf of Seminar Committee



Assoc. Prof. Dr. Yaşar SÖZEN

Hacettepe University,Faculty of Arts,

Department of Mathematics, Beytepe, Ankara
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