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Old 2018-11-01, 01:15   #1
Batalov
 
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Default November 2018

http://www.research.ibm.com/haifa/po...ember2018.html

Minimal substrings. Fun!
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Old 2018-11-01, 19:05   #2
science_man_88
 
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Quote:
Originally Posted by Batalov View Post
My main difficulty in code would be connecting them up correctly. Minimal possible length for it to go to is 256.
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Old 2018-11-05, 06:30   #3
Dieter
 
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I cannot imagine that there is a 256-letter-string containing 252 different anagrams, if in the exemple 13 are needed instead of 12 (I suppose that 13 is the best solution).
The best 270-letter-string I have found until now contains 249 different anagrams.
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Old 2018-11-20, 07:48   #4
Dieter
 
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Same procedure as last month - only 17 solvers until now. I have found some 270-letter-strings containing 251 different anagrams, but I continue to seek...
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Old 2018-11-20, 17:19   #5
henryzz
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I really should email my results.
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Old 2018-12-03, 13:31   #6
Xyzzy
 
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http://www.research.ibm.com/haifa/po...ember2018.html
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