Mathematics Department, Middle East
Technical University, Ankara 06531, Turkey

e-mail address sozkap followed by the @ sign and then metu dot edu dot tr,

http://www.metu.edu.tr/~sozkap/ (90) (312) 210 29 73;

**Publications** **CV** **Links**
**MathSciNet**
**METUmail**

**Teaching:**** 2014 Fall,
Math 118**** , ****Math 464 **** ****Schedule**

**HOW TO READ
MATHEMATICS etc. ESSENTIAL READING ESPECIALLY FOR MATHEMATICS STUDENTS.**

Fall 2013 : Math 153

Math 513, MATH 513 SUPPLEMENTARY
NOTES/BOOKS

**2 nd Biennial
International Group Theory Conference 2013**

**WORKSHOP ON FINITE GROUPS AND THEIR AUTOMORPHISMS 2011
**

**RESEARCH INTERESTS**

Mainly, I am intrested in
Modular Representation Theory, and spaces with a $G$-action.

Especially modules arising from $G$-actions on spaces, their restrictions to

subalgebras of $k[G]$ and their interaction with the fixed point sets of the
subgroups of

the group acting on the space their cohomology via localization theorems in
cohomology

are among my main intrests.

Besides, the support variety of a module is a favorite topic for me.

Many of the rings coming out of groups such as the group ring, cohomology ring,

representation ring, character ring, Burnside ring together with their
interactions

are sources of excitment for me.

I also work on $p$-power points and modules of $p$-power Jordan type that

I introduced as a generalization of $p$-points of Friedlander-Suslin-Carlson-Pevtsova,

for finite abelian $p$-groups. In my most recent paper I have given a nice
filtration

of modules of constant Jordan type.