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Sep 27, 2017 at 4:09 comment added Dmytro Taranovsky The specification property is $Π^0_3$. Using compactness, there is an algorithm that given $X$, $f$, $ϵ$ and $T$, will run forever iff the property holds for $ϵ$ and $T$ (using $≤ϵ$ in place of $<ϵ$). (Regarding $∃y∈X$, for compact spaces, existence of an element satisfying a $Π^0_1$-property is $Π^0_1$.) Still, I find the specification property interesting.
Sep 26, 2017 at 4:06 history answered Vaughn Climenhaga CC BY-SA 3.0