The
complete list
is now also available in the form of 30 gzipped ascii
files v05.gz, ...,v33.gz and v36.gz.
Each file contains all reflexive 4-polytopes with the number of
vertices corresponding to the file name.
The different Hodge numbers [h11 h12 chi]
are listed in separate files for
K3 fibered toric CY hypersurfaces
The Newton polyhedra and Calabi-Yau hypersurfaces corresponding to
the 184,026 IP weight systems were analysed in
hep-th/9610154.
Informations on Hodge
and fibration data, as well as numbers of points and
vertices in the M and N lattices,
are encoded in the following files:
TS means Transverse (7555 lines)
and that the Newton polytope Spans the coordinate hyperplanes
(38727 lines);
other cases are `non-transverse reflexive' and/or
`non-spanning';
Hodge numbers are listed as h11 and h12,
M: p v and N: p v are the numbers of
points and vertices of the Newton polytope and of
its dual,
respectively;
and fibration data
P: p indicates the number p of reflexive
projections,
which correspond to K3 fibrations (P: - if unknown).
F: f indicates the number f of projections onto
reflexive facets. For f>0 the last f numbers denote
the weights whose coordinate hyperplanes carry the K3 facets.