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The Higher Closed Null Ideal(s)
We generalise the $σ$-ideal $\mathcal E$ generated by the closed Lebesgue null subsets of the Cantor space ${}^ω2$ to the context of higher Cantor spaces ${}^κ2$ for an uncountable cardinal $κ$ satisfying $κ=κ^{<κ}$. We introduce candidates for a higher closed null ideal based on slaloms on partitio
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