Algorithm for Normalizing Generator Input: a permutation group H with base B=[~I ,~2, -.-., 13k], strong generating set T, Schreier vectors v t~ , and basic orbits A (i) ; a permutation y normalizing H; Output: a base for K = which may extend B; a sequence of elements [g 1 ,g 2 ..... gr] such that, for each j, (a) T L.) {gj,gj+l ..... gr } is a strong generating set of , (b) gj ~ , (c) gi normalizes , and (d) gp ~ , for some prime pj;

Database System Concepts
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ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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Algorithm for Normalizing Generator
Input: a permutation group H with base B=[~I ,~2, -.-., 13k],
strong generating set T, Schreier vectors v t~ , and basic orbits A (i) ;
a permutation y normalizing H;
Output: a base for K = <H,y> which may extend B;
a sequence of elements [g 1 ,g 2 ..... gr] such that, for each j,
(a) T L.) {gj,gj+l ..... gr } is a strong generating set of <H, gj,gj+l ..... gr >,
(b) gj ~ <H, gj+l,gj§ ..... gr>,
(c) gi normalizes <H,gj§ ,g/+2 ..... gr>, and
(d) gp ~ <H, gj+l,gj+2 ..... gr>, for some prime pj;

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