Description 
L2quotients 
Maple Worksheet 
Text version 
Reference 
Last modified 
no L2quotients, a^5, b^5, c^5, (ab)^2,... 
 
[Maple 11] 
3Example5.1.pdf 
Fab (2009), Ex.3.5.1 
22.09.2009 
finitely many L2quotients a^5, b^5, c^5, (ab)^2,... 
PSL(2, 11) 
[Maple 11] 
3Example5.2.pdf 
Fab (2009), Ex.3.5.2 
22.09.2009 
finitely many L2quotients a^5, b^5, c^5, (ab)^2,... 
PSL(2, 3^2), PSL(2, 31) 
[Maple 11] 
3Example5.4.pdf 
Fab (2009), Ex.3.5.4 
29.11.2009 
finitely many L2quotients, a^3, b^8, c^11, (ab)^2,... 
PGL(2, 23) 
[Maple 11] 
3Example1.pdf 
Fab (2009), Ex.3.5.5 
22.09.2009 
infinitely many L2quotients a^3, b^3, c^2, (ca)^3, [a,b] 
PSL(2, 3^m) 
[Maple 11] 
3Example5.6.pdf 
Fab (2009), Ex.3.5.6 
29.11.2009 
infinitely many L2quotients a^2, b^2, c^2, (ab)^3, (ac)^4, (bc)^5 
finitely many L2quotients for infinitely many prime 
[Maple 11] 
3Example5.7.pdf 
Fab (2009), Ex.3.5.7 
29.11.2009 
infinitely many L2quotients c^7, (ab)^3, (bc)^3, (abc)^4, (abac)^3 
Components of higher Krull dimension; infinitely many primes 
[Maple 11] 
3Example5.8.pdf 
Fab (2009), Ex.3.5.8 
29.11.2009 




