1、The main means used in the paper are group theory, Galois field, module algebra and linear algebra.
文中涉及的主要理論有群論，伽羅華域，模代數(shù)和線性代數(shù)。

2、On Galois Radical Extension of P adic Number Field
關(guān)于p-adic數(shù)域的Galois-根擴張Ⅱ

3、Properties of Perfect Nonlinear Functions over Galois and Z/(m) Rings
Galois環(huán)和Z/(m)環(huán)上完全非線性函數(shù)的性質(zhì)

4、On some problems of Galois theory.
關(guān)于伽羅瓦理論中幾個問題的討論

5、Hopf Galois Extensions and Structure Theorems of Hopf Modules
Hopf　Galois擴張與Hopf模結(jié)構(gòu)定理

galois翻譯