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Sublattices 'file1' ['file2'] [-b] [-g] [-h] [-l=<#level>]
[-m] [-n=<#number>] [-p] [-q] [-r] [-s] [-t=out] [-u]
file1: bravais_TYP containing a finite unimodular group G, ending with the order of G.
-b : Print only the matrices of change of base and their inverse.
-g : Do not compute elementary divisors of the gram matrix.
-l=# : Stop after reaching level #level (default #=500).
-n=# : Stop after computation of #number "sublattices" (default #=1000).
-q : Quiet mode. Suppress any messages to stderr.
-r : With LLL-reduction for the bases, cf. 'file2'.
-s : Print less information.
-t='out': Create an output file with additional information. The name
of the output file defaults to stdout. Specifying "none"
disables writing to the output file
-u : Do not compute elementary divisors of the basis
transformations.
Options for experts:
-p<N>/<d1>/<d2>...<dN> : treat the lattice as a direct sum of <N>
sublattices of dimensions <d1>, <d2> etc.
(1 <= N, di <= 6) and compute only those
sublattices that have surjective projections
onto each of the N component lattices.
Sublattices is a synomym for ZZprog.
See also for Order, QtoZ and Z_equiv.
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