Noah Luntzlara

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20182021

most citedGeneralizations of a Curious Family of MSTD Sets Hidden By Interior Blocks

4 citations · 10 across the 8 of their papers we have counts for

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math.NT2018★ 4 cited

Generalizations of a Curious Family of MSTD Sets Hidden By Interior Blocks

Hung Viet Chu, Noah Luntzlara, Steven J. Miller +1

A set $A$ is MSTD (more-sum-than-difference) or sum-dominant if $∣ A + A ∣ > ∣ A - A ∣$ , and is RSD (restricted-sum dominant) if $∣ A +^A ∣ > ∣ A - A ∣$ , where $A +^A$ is the set of sums of…

math.NT2018

Infinite Families of Partitions into MSTD Subsets

Hung Viet Chu, Noah Luntzlara, Steven J. Miller +1

A set $A$ is MSTD (more-sum-than-difference) if $∣ A + A ∣ > ∣ A - A ∣$ . Though MSTD sets are rare, Martin and O'Bryant proved that there exists a positive constant lower bound for the propo…