Titlebook: ;

Wallow

On Right Conjugacy Closed Loops of Twice Prime Order,The right conjugacy closed loops of order 2., where . is an odd prime, are classified up to isomorphism.

BRAVE

Compatible Actions and Non-abelian Tensor Products,For a pair of groups .,?., we study pairs of actions . on . and . on . such that these pairs are compatible. We prove that there are nilpotent group . and some group . such that for . the derivative group [.,?.] is equal to .. Also, we prove that if . act by inversion on an abelian group ., then the non-abelian tensor product . is isomorphic to ..

詞根詞綴法

因無茶而冷淡

Properties of Finite and Periodic Groups Determined by Their Element Orders (A Survey),Let . be a finite group. The function .assigns to . the set of orders of all elements of .. In this survey we shall describe results concerning information about G that can be derived by looking either at . or at the complete list of orders of elements of ..

苦惱

Paraplegia

The Future of Majorana Theory,During most of my mathematical career, I was directly involved in the construction of the Monster group ., proof of its uniqueness, and understanding of its origins and structure.

貧窮地活

溫和女人

Camina Groups, Camina Pairs, and Generalizations,We survey the results regarding Camina groups and Camina pairs. We look at related topics such as Gagola characters, homogeneous induction, anti-central elements, the vanishing-off subgroup, and Camina triples. We also present several of the problems where these results have been applied.

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NAIVE

Character Tables and Sylow Subgroups Revisited,Suppose that . is a finite group. A classical and difficult problem is to determine how much the character table knows about the local structure of . and vice versa.