The Ulam Sequence of the Integer Polynomial Ring

30 Sep 2019 Sheydvasser Arseniy

An Ulam sequence U(1,n) is defined as the sequence starting with integers 1,n such that n > 1, and such that every subsequent term is the smallest integer that can be written as the sum of distinct previous terms in exactly one way. This family of sequences is notable for being the subject of several remarkable rigidity conjectures... (read more)

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