İpek Tuvay 

Mimar Sinan Fine Arts University
Office No: 143
Phone: 5124
E-mail: ipektuvay \at gmail \dot com
CV


Research interests: 

Representation theory of finite groups, fusion systems and related areas of algebra  


Publications:

Kıvanç Ersoy, İpek Tuvay, Centralizer fusion systems of central involutions in a finite group with soluble centralizer of involutions, submitted.


Shigeo Koshitani, İpek Tuvay, The Brauer indecomposability of Scott modules for the quadratic group Qd(p) , to appear in Algebras and Representation Theory.


Laurance Barker, İpek Tuvay, A refinement of Alperin's conjecture for blocks of the endomorphism algebra of the Sylow permutation module, Archiv der Mathematik 106, 15-20 (2016).


İpek Tuvay, On Brauer indecomposability of Scott modules of groups of Park-type, Journal of Group Theory 17, 1071-1079 (2014).


Laurence Barker, İpek Tuvay, Real representation spheres and the real monomial Burnside ring, Journal of Algebra 353, 79-92 (2012).


Teaching(2017-2018 Spring Semester):

Mat 438 (Grupların Gösteriliş Teorisine Giriş)

Math502(Cebir II)


Past courses:

Mat216(Geometri ve Cebir)

Mat114(Lineer Cebire Giriş)

Mat477(Gruplar Teorisi)

Math210(Undergraduate Algebra II)

Math632(Graduate Algebra II)

Math209(Undergraduate Algebra I)

Math102 (Calculus II)

Math531(Cebir I)


Last updated:31.08.2018