Quelle  gapdec4.1   Sprache: unbekannt

#4p+48 algebras
Append( LIE_DATA[6], [
[6,4,2,"<a,b,c,d|ba,ca,da,cb,db,dc,pc,pd,class=2>",[[5,1],[],[6,1]],,,"6.9"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc,pa,pb,pc-ba,class=2>",[[],[5,1],[],[],[],[5,1],[],[],[],[6,1]],,,"6.10"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc,pb,pc,pd,class=2>",[[6,1],[5,1]],,,"6.11"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc,pb-ba,pc,pd,class=2>",[[6,1],[5,1],[5,1]],,,"6.12"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc,pb,pc-ba,pd,class=2>",[[6,1],[5,1],[],[],[],[5,1]],,,"6.13"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc,pa,pb,pd,class=2>",[[],[5,1],[],[],[],[6,1]],,,"6.14"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc,pa-ba,pb,pd,class=2>",[[5,1],[5,1],[],[],[],[6,1]],,,"6.15"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc-ba,pb,pc,pd,class=2>",[[6,1],[5,1],[],[],[],[],[],[],[5,1]],,,"6.16"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc-ba,pb-ba,pc,pd,class=2>",[[6,1],[5,1],[5,1],[],[],[],[],[],[5,1]],,,"6.17"],
[6,4,2,"<a,b,c,d|ca,da,cb,db,dc-ba,pb,pc-ba,pd,class=2>",[[6,1],[5,1],[],[],[],[5,1],[],[],[5,1]],,,"6.18"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb,pc,pd,class=2>",[[],[5,1],[],[6,1]],,,"6.19"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa-ba,pb,pc,pd,class=2>",[[5,1],[5,1],[],[6,1]],,,"6.20"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb-ba,pc,pd,class=2>",[[],[5,1],[5,1],[6,1]],,,"6.21"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa-ca,pb-ba,pc,pd,class=2>",[[6,1],[5,1],[5,1],[6,1]],,,"6.22"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb-ca,pc,pd,class=2>",[[],[5,1],[6,1],[6,1]],,,"6.23"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa-ba,pb-ca,pc,pd,class=2>",[[5,1],[5,1],[6,1],[6,1]],,,"6.24"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb-ba,pc-xca,pd,class=2>",[[],[5,1],[5,1],[6,1],[],[6,x]],"x ne 0, x~x^-1",,"6.25"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb-ba-ca,pc-ca,pd,class=2>",[[],[5,1],[5,1,6,1],[6,1],[],[6,1]],,,"6.26"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb-wca,pc-ba,pd,class=2>",[[],[5,1],[6,w],[6,1],[],[5,1]],,,"6.27"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb-xca,pc-ba-ca,pd,class=2>",[[],[5,1],[6,x],[6,1],[],[5,1,6,1]],"1+4x not a square",,"6.28"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb,pc,pd-ca,class=2>",[[],[5,1],[],[6,1],[],[],[],[],[],[6,1]],,,"6.29"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa-ba,pb,pc,pd-ca,class=2>",[[5,1],[5,1],[],[6,1],[],[],[],[],[],[6,1]],,,"6.30"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb-ba,pc,pd-ca,class=2>",[[],[5,1],[5,1],[6,1],[],[],[],[],[],[6,1]],,,"6.31"],
[6,4,2,"<a,b,c,d|cb,da,db,dc,pa,pb,pc-ba,pd-ca,class=2>",[[],[5,1],[],[6,1],[],[5,1],[],[],[],[6,1]],,,"6.32"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa,pb,pc,pd,class=2>",[[],[5,1],[],[6,1],[],[],[],[5,1]],,,"6.33"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba,pb,pc,pd,class=2>",[[5,1],[5,1],[],[6,1],[],[],[],[5,1]],,,"6.34"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa,pb-ba,pc,pd,class=2>",[[],[5,1],[5,1],[6,1],[],[],[],[5,1]],,,"6.35"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba,pb-ba,pc,pd,class=2>",[[5,1],[5,1],[5,1],[6,1],[],[],[],[5,1]],,,"6.36"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba-ca,pb,pc,pd,class=2>",[[5,1,6,1],[5,1],[],[6,1],[],[],[],[5,1]],,,"6.37"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba-ca,pb-ba-ca,pc,pd,class=2>",[[5,1,6,1],[5,1],[5,1,6,1],[6,1],[],[],[],[5,1]],,,"6.38"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba,pb-ba,pc-ca,pd-ca,class=2>",[[5,1],[5,1],[5,1],[6,1],[],[6,1],[],[5,1],[],[6,1]],,,"6.39"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba,pb-ba,pc,pd-ca,class=2>",[[5,1],[5,1],[5,1],[6,1],[],[],[],[5,1],[],[6,1]],,,"6.39B"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba+ca,pb-ba,pc,pd-ca,class=2>",[[5,1,6,-1],[5,1],[5,1],[6,1],[],[],[],[5,1],[],[6,1]],,,"6.40"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa+ca,pb-ba,pc,pd-ca,class=2>",[[6,-1],[5,1],[5,1],[6,1],[],[],[],[5,1],[],[6,1]],,,"6.41"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa,pb-ba,pc,pd-ca,class=2>",[[],[5,1],[5,1],[6,1],[],[],[],[5,1],[],[6,1]],,,"6.42"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba-ca,pb-ba-xca,pc,pd,class=2>",[[5,1,6,1],[5,1],[5,1,6,x],[6,1],[],[],[],[5,1]],"x ne 0,1",,"6.43"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba-ca,pb-ba,pc,pd,class=2>",[[5,1,6,1],[5,1],[5,1],[6,1],[],[],[],[5,1]],,,"6.44"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba-ca,pb-ca,pc,pd,class=2>",[[5,1,6,1],[5,1],[6,1],[6,1],[],[],[],[5,1]],,,"6.45"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ba,pb-ca,pc,pd,class=2>",[[5,1],[5,1],[6,1],[6,1],[],[],[],[5,1]],,,"6.46"],
[6,4,2,"<a,b,c,d|cb,da,db-ba,dc,pa-ca,pb-ba,pc,pd,class=2>",[[6,1],[5,1],[5,1],[6,1],[],[],[],[5,1]],,,"6.47"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa,pb,pc,pd,class=2>",[[],[5,1],[],[6,1],[],[],[],[6,1]],,,"6.48"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa-ba,pb,pc,pd,class=2>",[[5,1],[5,1],[],[6,1],[],[],[],[6,1]],,,"6.49"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa,pb,pc-ba,pd,class=2>",[[],[5,1],[],[6,1],[],[5,1],[],[6,1]],,,"6.50"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa-ca,pb,pc,pd,class=2>",[[6,1],[5,1],[],[6,1],[],[],[],[6,1]],,,"6.51"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa,pb,pc-ca,pd,class=2>",[[],[5,1],[],[6,1],[],[6,1],[],[6,1]],,,"6.52"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa-ba,pb-ca,pc,pd,class=2>",[[5,1],[5,1],[6,1],[6,1],[],[],[],[6,1]],,,"6.53"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa-ca,pb,pc-ba,pd,class=2>",[[6,1],[5,1],[],[6,1],[],[5,1],[],[6,1]],,,"6.54"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa,pb-ca,pc-ba,pd,class=2>",[[],[5,1],[6,1],[6,1],[],[5,1],[],[6,1]],,,"6.55"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa,pb-wca,pc-ba,pd,class=2>",[[],[5,1],[6,w],[6,1],[],[5,1],[],[6,1]],,,"6.56"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa-ba,pb,pc-ca,pd,class=2>",[[5,1],[5,1],[],[6,1],[],[6,1],[],[6,1]],,,"6.57"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa,pb-xba,pc-ca,pd,class=2>",[[],[5,1],[5,x],[6,1],[],[6,1],[],[6,1]],"x ne 0",,"6.58"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc,pa,pb,pc-ba,pd-ca,class=2>",[[],[5,1],[],[6,1],[],[5,1],[],[6,1],[],[6,1]],,,"6.59"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc-wba,pa,pb,pc,pd,class=2>",[[],[5,1],[],[6,1],[],[],[],[6,1],[5,w]],,,"6.60"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc-wba,pa-ba,pb,pc,pd,class=2>",[[5,1],[5,1],[],[6,1],[],[],[],[6,1],[5,w]],,,"6.60B"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc-wba,pa,pb,pc-ba,pd-ca,class=2>",[[],[5,1],[],[6,1],[],[5,1],[],[6,1],[5,w],[6,1]],,,"6.61"],
[6,4,2,"<a,b,c,d|cb,da,db-ca,dc-wba,pa,pb-ba,pc-xba-yca,pd,class=2>",[[],[5,1],[5,1],[6,1],[],[5,x,6,y],[],[6,1],[5,w]],"y ne 0, [x,y]~[x',y'] if b(wyy'+xx'-w)=a(x-x') and b(xy'+yx')=a(y-y') with a^2-wb^2 ne 0",,"6.62","See note6.62"] 
]);