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D.6.13.5 H2basis
Procedure from library mondromy.lib (see mondromy_lib).
- Usage:
- H2basis(f); f poly
- Assume:
- The polynomial f in a series ring (local ordering) defines
an isolated hypersurface singularity.
- Return:
- The procedure returns a list of representatives of a C{f}-basis of the
Brieskorn lattice H"=Omega^(n+1)/df^dOmega^(n-1).
- Theory:
- H" is a free C{f}-module of rank milnor(f).
- Display:
- The procedure displays more comments for higher printlevel.
Example:
| | LIB "mondromy.lib";
ring R=0,(x,y),ds;
poly f=x2y2+x6+y6;
H2basis(f);
==> [1]:
==> x4
==> [2]:
==> x2y2
==> [3]:
==> y4
==> [4]:
==> x3
==> [5]:
==> x2y
==> [6]:
==> xy2
==> [7]:
==> y3
==> [8]:
==> x2
==> [9]:
==> xy
==> [10]:
==> y2
==> [11]:
==> x
==> [12]:
==> y
==> [13]:
==> 1
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