Created
August 8, 2013 21:31
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An algorithm to find all / the largest palindrome in a string.
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| string = '111sjhfb1234321asdjkhbfhhjjhhkik' | |
| long_palindromes = [] | |
| (0..string.length-1).each do |i| | |
| # xyx | |
| xyx0 = i < 1 ? nil : string[i-1] | |
| xyx1 = string[i] | |
| xyx2 = string[i+1] | |
| # xx | |
| xx0 = string[i] | |
| xx1 = string[i+1] | |
| [:xyx, :xx].each do |m| | |
| case m | |
| when :xyx | |
| next unless xyx0 && xyx2 # if we're out of bounds | |
| next unless xyx0 == xyx2 | |
| # palindrome :) | |
| matched = 1 | |
| (2..1/0.0).each do |j| | |
| b = i-j < 0 ? nil : string[i-j] | |
| a = string[i+j] | |
| break if a.nil? || b.nil? | |
| break unless a == b | |
| matched = j | |
| end | |
| long_palindromes << string[i-matched..i+matched] | |
| when :xx | |
| next unless xx1 # if we're out of bounds | |
| next unless xx0 == xx1 | |
| # palindrome :) | |
| matched = 1 | |
| (2..1/0.0).each do |j| | |
| b = i-j < 0 ? nil : string[i-j] | |
| a = string[i+j-1] | |
| break if a.nil? || b.nil? | |
| break unless a == b | |
| matched = j | |
| end | |
| long_palindromes << string[i-matched..i+matched-1] | |
| end | |
| end | |
| end | |
| longest = long_palindromes.sort {|a,b| a.length <=> b.length }.last | |
| p long_palindromes, longest |
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