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back to boardMy best time is 0.078 s. I'm interested if there are quicker solutions. I used a little different approach from the one mentioned on this board. It was based on weighted quick-union described by Sedgewick... I made a stupid logical mistake which caused my program to work the longest time possible, so first I got TLE#10 (solutionID=861144). Then I optimized my code with path compression (see Sedgewick once again) and got AC in 0.125 sec (solutionID=861147). Then I realized my error, removed path compression and got AC in 0.078 s (solutionID=861151). Adding path compression back slowed my solution a bit (0.109 s, solutionID=861153). All my solutions consume 449 KB of memory. I'm interested in time and memory requirements of other possible algorithms. I haven't got their implementations, so I cann't submit them myself. If somebody feels interested about my approach to this problem, just let me know - I'll explain. Mine is 0.046. (+) Posted by qwerty 12 Jun 2005 05:34 Re: My best time is 0.078 s. I'm interested if there are quicker solutions. Posted by uuu 8 Apr 2010 14:00 I'm 0.015s Re: Mine is 0.046. (+) Mine is 0.031 Re: My best time is 0.078 s. I'm interested if there are quicker solutions. ddfwf |
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