Are there any interesting integer sequences that contain every finite string of natural numbers as a contiguous substring? In particular ones that try to do so as efficiently as possible? Like the index at which a string first appears isn't too much greater than the number of 'simpler' strings, in some sense.
[#]Math #Maths #Mathematics
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@OscarCunningham
i'm probably missing something, but isn't the number of strings of natural numbers uncountable?
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@lilacperegrine As @glocq worked out, I meant that the finite strings of natural numbers should be contiguous substrings.
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