Zhang-Suen thinning algorithm: Difference between revisions
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end |
end |
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</lang> |
</lang> |
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zs may be used: See [[Zhang-Suen thinning algorithm/smallRC.csv]] for the input file contents. |
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<lang ruby> |
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s2.each{|row| row.each{|col| print(col==1? "#": " ")}; print("\n")} |
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while @r == 1 |
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@r = 0 |
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(1...s2.length-1).each{|n| (1...s2[0].length-1).each{|g| s1[n][g] = s2[n][g] - zs(s2[n-1..n+1].collect{|n| n[g-1..g+1]},0)}} |
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(1...s2.length-1).each{|n| (1...s2[0].length-1).each{|g| s2[n][g] = s1[n][g] - zs(s1[n-1..n+1].collect{|n| n[g-1..g+1]},1)}} |
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end |
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s2.each{|row| row.each{|col| print(col==1? "#": " ")}; print("\n")} |
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</lang> |
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{{out}} |
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<pre> |
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######### ######## |
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### #### ### ### |
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### #### ### #### #### ### |
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### #### ### ######## ### |
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##### #### |
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# # # ## |
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# # # |
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# # # |
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# ## # |
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# # ###### # |
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</pre> |
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To reproduce the output described in the task description it is necessary to call zs first with g=1 (though either way produces a valid thinned output): See [[Zhang-Suen thinning algorithm/bigRC.csv]] for the input file contents |
To reproduce the output described in the task description it is necessary to call zs first with g=1 (though either way produces a valid thinned output): See [[Zhang-Suen thinning algorithm/bigRC.csv]] for the input file contents |
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