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Kada's conjecture on the constant evasion number
Let $\mathfrak{e}_2^\mathrm{const}$ be the least size of a family of binary sequences not constantly predicted by any predictor, and let $\mathfrak{d}$ denote the dominating number…
Conjecturesolvedcardinal-characteristics prediction-and-evasion set-theoryarXiv posted 2 days ago

Kada's conjecture on the constant evasion number