A group is often represented with matrix, however when the group is generally expressed with <S;R>, for example <{x,y};{xyxy^(-1)}>, it sometimes requires hard work to find appropriate representation used with matrices. I tried to represent the group expressed with <S;R> by affine transformation in the following site;
ttp://hecoaustralia.fortunecity.com/affine/affinerepresentation.htm
It can induce the representation of the group automatically by the calculation based on <S;R>.
>Would appreciate it if you shared some of these ideas on the forum instead >of linking to ad-riddled pages!
Any (constructive) questions welcome! I'll surely debate them.