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Question about suffix automaton/tree
Hi everyone!
As you may know, it is possible to build a suffix automaton for a set of strings as well as suffix tree consisting of all suffixes of strings from the set. Question is as follows: for each string Sk consider set Vk of vertices/states of tree/automaton that corresponds to the substrings of Sk. Is it true that 
? Can you prove it or make a counter-example?
