POLYOMINO_MONOHEDRAL_TILING_PRINT
Print Solutions of Polyomino Monohedral Tiling
POLYOMINO_MONOHEDRAL_TILING_PRINT,
a MATLAB library which
is given matrices defining a region R and a polyomino P, and a vector X,
computed by POLYOMINO_MONOHEDRAL, which represents a tiling of R by P,
and prints out a representation of that tiling.
The problem being solved is discussed in the documentation for
POLYOMINO_MONOHEDRAL. Briefly, a region R is to be tiled by copies of
a single polyomino P. The solution procedure treats as "variables"
all distinct rotation, reflections, and translations of P that
fit exactly onto some portion of R. The solution is a binary list
that indicates a selection of these variables that tile R completely.
This function takes the solution vector of selected variables, such as:
1 0 1 0 1 0 0 1 0 0
and produces a visual map of the corresponding tiling of the region,
which might be:
1 1
8 3 3
8 5 5
Licensing:
The computer code and data files described and made available on this web page
are distributed under
the GNU LGPL license.
Languages:
polyomino_monohedral_tiling_print is available in
a MATLAB version.
Related Data and Programs:
polyomino_monohedral_tiling_print_test
Source Code:

polyomino_embed_list.m,
for each possible embedding, lists the translation necessary to
to apply to the polyomino.

polyomino_embed_number.m,
reports the number of ways a polyomino can be embedded in a region.

polyomino_equal.m,
is true if two polyominoes are equal.

polyomino_index.m,
computes an index for each nonzero polyomino entry.

polyomino_monohedral_matrix.m,
determines the matrix and right hand side for a polyomino monohedral
problem.

polyomino_monohedral_tiling_print.m,
is given matrices defining a region R and a polyomino P, and a vector X,
computed by POLYOMINO_MONOHEDRAL, which represents a tiling of R by P,
and prints out a representation of that tiling.

polyomino_monohedral_variants.m,
carries out reflections and rotations of a polyomino to
determine which transformations yield distinct variants.

polyomino_transform.m,
carries out reflections and rotations of a polyomino.

timestamp.m,
prints the YMDHMS date as a timestamp.
Last revised on 28 February 2019.