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math.CO2025
Finding Large Sets Without Arithmetic Progressions of Length Three: An Empirical View and Survey II
William Gasarch, James Glenn, Clyde Kruskal
There has been much work on the following question: given n how large can a subset of {1,...,n} be that has no arithmetic progressions of length 3. We call such sets 3-free. Most o…
math.CO2023
On SAT Solvers and Ramsey-type Numbers
Burcu Canakci, Hannah Christenson, Robert Fleischman +3
We created and parallelized two SAT solvers to find new bounds on some Ramsey-type numbers. For , let be the least such that for all -colorings of the $[n]\t…