10 citations · 13 across the 10 of their papers we have counts for
Showing math.COShow all
3 papers · 1 filter
math.CO2026
An equivalent form of Hindman's Theorem
Lorenzo Carlucci, Andrea D'Amico
We prove the equivalence of Hindman's finite sums theorem with a natural extension of Ramsey's theorem.
math.CO2020★ 1 cited
The adjacent Hindman's theorem for uncountable groups
Lorenzo Carlucci, David J. Fernández-Bretón
Recent results of Hindman, Leader and Strauss and of the second author and Rinot showed that some natural analogs of Hindman's Theorem fail for all uncountable cardinals. Results i…
math.CO2017
A note on Hindman-type theorems for uncountable cardinals
Lorenzo Carlucci
Recent results of Hindman, Leader and Strauss and of Fernández-Bretón and Rinot showed that natural versions of Hindman's Theorem fail {\em for all} uncontable cardinals. On the ot…