This is the note for a series of lectures that the author gave at the Centre de Recerca Matemtica (CRM), Bellaterra, B......

In this paper, we will treat some interesting formulae which are slightly different from Kim’s results by more or less ......

For rational integers γ and λ, consider two families of (-1) and (-3) respectively. General formulae expressed by Weie......

For the rational integers λ≡1, 3, or 5 (mod 6), considering elliptic curves y2＝x3-2433Dλ over the field (-3), the form......

本文利用正则 p-群的理论,给出了具型不变量为(3,3,1)的正则 p-群的—个分类。...

本文对具型不变量为（ｅ，２，１），ｅ≥４，Ｐ≥３的正则ｐ－群给出了一个完全分类。当ｐ＝３时，共有２２种互不同构的类型；当ｐ≥５时，共有３６种互不同构的类型。......

本文对具型不变量（ｅ，１，１，１）≥２的正则ｐ－群进行了分类，当ｐ＝３时共有１８个互不同构的群，当ｐ≥５时，如果（３，ｐ－１）＝１，那么共有３１个互不同构的群，如果（３，ｐ－１）＝３，那么这样的群共有３５个。......