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30 Ekim 2019, 14:30 
İstanbul Üniversitesi Matematik Bölümü SeminerleriOn Products of Irreducible Characters Temha Erkoç Yılmaztürk
Let $G$ be a finite group and let $\chi$ be a complex character of $G$. It's well known that the product of $\chi\overline{\chi}$ is also a character of the group $G$, where $\overline{\chi}$ is the complex conjugate character of $\chi$. In this talk, we give some results about the relationship between the structure of the group $G$ and the kernels of irreducible constituents of the character $\chi\overline{\chi}$ where $\chi $ is a nonlinear irreducible character of $G$.
Matematik Türkçe İ.Ü. Matematik Bölümü D-II iu 20.03.2020 |
