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D.5.9.6 prepEmbDiv

Procedure from library reszeta.lib (see reszeta_lib).

Usage:
prepEmbDiv(L[,a]);
L = list of rings
a = integer

Assume:
L is output of resolution of singularities

Compute:
if a is not present: exceptional divisors including components of the strict transform
otherwise: only exceptional divisors

Return:
list of Q-irreducible exceptional divisors (embedded case)

Example:
 
LIB "reszeta.lib";
ring R=0,(x,y,z),dp;
ideal I=x2+y2+z11;
list L=resolve(I);
prepEmbDiv(L);
==> [1]:
==>    [1]:
==>       2,1
==>    [2]:
==>       3,1
==>    [3]:
==>       4,1
==> [2]:
==>    [1]:
==>       4,2
==>    [2]:
==>       5,2
==>    [3]:
==>       6,2
==> [3]:
==>    [1]:
==>       6,3
==>    [2]:
==>       7,3
==>    [3]:
==>       8,3
==> [4]:
==>    [1]:
==>       8,4
==>    [2]:
==>       9,4
==>    [3]:
==>       10,4
==> [5]:
==>    [1]:
==>       10,5
==>    [2]:
==>       11,5
==>    [3]:
==>       12,5
==>    [4]:
==>       13,5
==>    [5]:
==>       15,5
==>    [6]:
==>       17,5
==> [6]:
==>    [1]:
==>       12,6
==>    [2]:
==>       13,6
==>    [3]:
==>       14,6
==>    [4]:
==>       16,6
==> [7]:
==>    [1]:
==>       14,7
==>    [2]:
==>       15,7
==>    [3]:
==>       16,7
==>    [4]:
==>       17,7
==> [8]:
==>    [1]:
==>       3,2
==>    [2]:
==>       4,3
==>    [3]:
==>       6,4
==>    [4]:
==>       8,5
==>    [5]:
==>       10,6
==>    [6]:
==>       14,8
==>    [7]:
==>       15,8
==>    [8]:
==>       16,8
==>    [9]:
==>       17,8


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