A NEW METHOD TO SHOW ISOMORPHISMS OF FINITE GROUPS

Yıl 2005, Cilt: 9 Sayı: 2, 41 - 43, 01.12.2005

Akin Atagün

Öz

The concept or a group is of rundan1cntal itnportance in the study of algebra. Crroups which arc, f1·on1 the point of view
of algebraic structure. c~~cntially the san1e are said to be ison1orphic. The ideal ain1 of finite group theory is to find all
linitc group : that i ~. to '>hO\\ ho\\' to construct finite groups or every possible type. and to establish effective procedures
'' h ich wi 11 detcnn i ne \\het her t \\O given fin itc groups are of the san1e type. W c added a ne\v one on all present
techniques: Group Matricc". This technique is easier and shorter than the all present techniques to obtain all finite
groups of the san1c finite order. Since this technique includes n1atrices, the theory can be translated to cornputational
progratntning in the ruturc.

Anahtar Kelimeler

finite group, isomorphism