Is it true that for all strings of a given length at least one has its Kolmogorov complexity equal to its length ?
Is there a proof if the answer is in affirmative? (For any alphabet with more than symbol)
Is it true that for all strings of a given length at least one has its Kolmogorov complexity equal to its length ?
Is there a proof if the answer is in affirmative? (For any alphabet with more than symbol)
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