4 citations · 5 across the 4 of their papers we have counts for
4 papers · 1 filter
A Bounded-Defect Construction for the Mondrian Art Problem
Cooper O'Kuhn, Freeman Slaughter
We construct an infinite family of solutions to the Mondrian art problem with absolute defect bounded above by , of side lengths , , and $n_{j+2} = 34…
Improved Average Bounds for an Inequality of Alladi, Erdös, and Vaaler
Cooper O'Kuhn
We prove an averaged version of a claim suspected to be true by Alladi, Erdös, and Vaaler. Qualitatively, the result states that a divisor sum of a multiplicative function, which o…
A Bombieri-Vinogradov Theorem for primes in short intervals and small sectors
Tanmay Khale, Cooper O'Kuhn, Apoorva Panidapu +2
Let be a finite Galois extension of . We count primes in short intervals represented by the norm of a prime ideal of satisfying a small sector condition determi…
The Mondrian Puzzle: A Bound Concerning the Case
Cooper O'Kuhn, Todd Fellman
In response to the Numberphile video regarding the Mondrian Puzzle https://www.youtube.com/watch?v=49KvZrioFB0, we provide a lower bound on how many integers less than a given thre…