[Turkmath:9319] GSU General Seminar: Mutsuo Oka

[Ayberk Zeytin]

Deg(erli liste üyeleri;

Galatasaray Universitesi genel seminerleri kapsaminda 20 Kas?m saat 
16.00'da IMBM'de Prof. Mutsuo Oka (Tokyo Institute of Technology) 
taraf?ndan detaylar? as,ag(?da belirtilen konus,ma gerçekles,ecektir.

Basl?k: Mixed functions of strongly polar weighted homogeneous face type

Ozet: Let $f(\bfz,\bar\bfz)$ be a mixed polynomial with strongly 
non-degenerate face functions. We consider a canonical toric 
modification $\pi:\,X\to \BC^n$ and a
polar modification $\pi_{\BR}:Y\to X$. We will show that the toric 
modification resolves topologically the singularity of $V$ and the zeta  
function of the Milnor fibration of $f$ is described  by a formula of a  
Varchenko type.

Mesaji ilgi duyabileceg(ini düs,ündüg(ünüz kis,ilere/gruplara 
iletirseniz memnun oluruz.

Sayg?lar?mla,

--------

Dear all,

There will be a colloquium talk to be delivered by Prof. Mutsuo Oka 
(Tokyo Institute of Technology) at IMBM on 20 November starting 16.00. 
Details of the talk are as follows:

Title: Mixed functions of strongly polar weighted homogeneous face type

Abstract: Let $f(\bfz,\bar\bfz)$ be a mixed polynomial with strongly 
non-degenerate face functions. We consider a canonical toric 
modification $\pi:\,X\to \BC^n$ and a
polar modification $\pi_{\BR}:Y\to X$. We will show that the toric 
modification resolves topologically the singularity of $V$ and the zeta  
function of the Milnor fibration of $f$ is described  by a formula of a  
Varchenko type.

Please feel free to circulate the message among those who might be 
interested.

Kind regards,

-- 
Ayberk Zeytin
Matematik Bölümü
Galatasaray Üniversitesi
http://math.gsu.edu.tr/azeytin/

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