The Ramsey-to-canonical Ramsey conjecture for configurations
Let S⊆En\mathcal{S}\subseteq\mathbb{E}^nS⊆En be a configuration. It is Ramsey if for every r∈Nr\in\mathbb{N}r∈N there exists a dimension n=n(S,r)n=n(\mathcal{S},r)n=n(S,r) such that…
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