论文标题
某些galois共轭类别的有限群体的表征不可减少字符
A characterization of finite groups by certain Galois conjugacy class of irreducible characters
论文作者
论文摘要
我们对有限的组$ g $进行了分类，该$ g $满足了每个复杂不可约的角色的条件，即其学位的广场不将其内核的索引分为$ g $，都在同一Galois共轭类中。
We classify the finite groups $G$ which satisfies the condition that every complex irreducible character,whose degree's square doesn't divide the index of its kernel in $G$, lies in the same Galois conjugacy class.
