Özgür Esentepe

September, 2015

ABOUT ME

I am a PhD candidate in my fourth year at the University of Toronto and I work with Ragnar-Olaf Buchweitz. During my time in University of Toronto, I have been exposed to several awesome areas of my taste including representation theory of algebras, noncommutative algebraic geometry, mirror symmetry, matrix factorizations and so on and I like walking on the bridges between them. I like the kind of mathematics which can talk about Platonic solids, finite subgroups of SL(2, C), Dynkin diagrams, Lie algebras and Kleinian singularities at the same time or the kind which can relate the bounded derived category of coherent sheaves on a projective space and representation theory of finite dimensional algebras. During the summer of 2017, I plan to learn more about cohomology annihilators.
This is a preprint of my studies on cohomology annihilators. It is available on arxiv.

CONTACT

Is this teaching related? For example, are you a student and do you want to ask a question about a class that I am teaching? If your answer is yes, please email me at

Otherwise, my email address is

If you prefer writing letters, you can send them to

HAVE WE MET BEFORE?

It is possible that we met before.

You may be my classmate. I was:

You may be my villagemate. I was:

You may be my talkmate. I gave a talk;

You may be my conferencemate. I was:

You may be my studentmate. I was:

CALENDAR

I will be in

LINKS

AdIMOM
Department of Mathematics
Fields Institute
>>
Video Lectures from the Geometric Algebra Workshop (July 2015)
Nesin Mathematics Village (See Photos on the left panel) Watch the drone flying over the village.
Nesin Matematik Köyü ve e-kütüphanesi (Türkçe)
Matematik Dünyası Dergisi (Türkçe)
IMAGINARY, open mathematics
IMAGINARY, açık matematik (Türkçe)
Turkish Math Society
Türk Matematik Derneği (Türkçe)
Parker Glynn-Adey
Jeffrey Im
We will not be a part of this crime [link updated.]

Good Read

Here are some pieces which I enjoy(ed) reading.

-Recette du Kimchi by Alexander Grothendieck (French).
-A Mad Day's Work: From Grothendieck to Connes and Kontsevich - The Evolution of Concepts of Space and Geometry by Pierre Cartier.
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Today's Menu: Geometry and Resolution of Singular Algebraic Surfaces. by Eleonore Faber and Herwig Hauser.