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Select patterns on a n x n grid where the number of patterns = 1

rd707
rd707 asked
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Last Modified: 2012-05-09
I have a C# program that creates a series of ever increasing n x n grids.

For each created grid, I create every possible permutation of filled cells in that grid.

For each pattern created by the filled cells, I only want to retain grids where there is a single pattern on the grid - i.e.:

where the number of filled cells = the size of the largest pattern

For the purposes of this program, I only consider shapes to include cells above, below, to the left or to the right of a filled cell - not diagonally

Currently, I'm finding the first cell in the grid (actually modelled in a one-dimensional array) and then calling the following routine recursively:

- Add the passed cell index to a linked list and increment the count
- If there is a filled cell to the left, right, above or below that is not in the list, call the routine with this cell index.

If the final count = the number of filled cells in the grid then retain the pattern, else discard

This doesn't strike me as terribly efficient - is there a better way?
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