|  |  D.15.25.6 createQuotientGroup Procedure from librarymultigrading.lib(see  multigrading_lib).
 
Example:Usage:
createGroup(L); L is an integer matrix
Purpose:
create the group of the form (I+L)/L,
where I is the square identity matrix of size nrows(L) x nrows(L)
 
Note:
L specifies relations between free generators of Z^nrows(L)
Return:
group
 |  | LIB "multigrading.lib";
intmat I[3][3] =
1, 0, 0,
0, 1, 0,
0, 0, 1;
intmat L[3][2] =
1, 1,
1, 3,
1, 5;
// The group Z^3 / L can be constructed as follows:
// shortcut:
def G = createQuotientGroup(L);
printGroup(G);
==> Generators: 
==>      1     0     0
==>      0     1     0
==>      0     0     1
==> Relations: 
==>      1     1
==>      1     3
==>      1     5
// the general way:
def GG = createGroup(I, L); // (I+L)/L
printGroup(GG);
==> Generators: 
==>      1     0     0
==>      0     1     0
==>      0     0     1
==> Relations: 
==>      1     1
==>      1     3
==>      1     5
 | 
 
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