catskillsresearch/scott1972
A Lean 4 / mathlib formalization of Dana Scott's 1972 paper *Continuous Lattices* (LNM 274), through the Milner correction (pp. 135–136). The Palomar compared result is Theorem 4.4 as worded in sources/ScottContinLatt1972.md: the inverse limit D_∞ of the recursively defined sequence ⟨D_n, j_n⟩ of function spaces is not only a continuous lattice, but it is also homeomorphic to its own function space [D_∞ → D_∞]. The compared Homeomorph explicitly uses the product/subspace topology on the inverse limit and the pointwise Pi topology on the function space. The full paper development…
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