Modular representations of GL (2,p)
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Date
2018.
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Thesis (M.S.) - Bogazici University. Institute for Graduate Studies in Science and Engineering, 2018.
Abstract
In this thesis, we investigate representations of GLp2,pqby using indecomposable projective modules for GLp2,pq. Actually, this is pure module theoretic approach in parallel with [1] since we do not refer any character theoretic study. We follow [2] to obtain the structures of indecomposable projective modules. Then, we try to apply our results coming from indecomposable projectives to the blocks of GLp2,pq. Finally, we give the structure of Brauer tree algebras.