This PR derives the fact that all functions ℙ n → ⟨ k ⟩ are constant from the special case n = 1 (which still needs to be formalized):
all-functions-constant :
{n : ℕ} →
((f : ℙ one → ⟨ k ⟩) → 2-Constant f) →
(f : ℙ n → ⟨ k ⟩) →
2-Constant f
A little bit of reorganization was necessary for this: The "characterization of linear equivalence" and "standard points" parts of the LineThroughPoints file were moved to their own files. The StandardPoints file also contains a couple of lemmas now.
This PR derives the fact that all functions
ℙ n → ⟨ k ⟩
are constant from the special case n = 1 (which still needs to be formalized):A little bit of reorganization was necessary for this: The "characterization of linear equivalence" and "standard points" parts of the LineThroughPoints file were moved to their own files. The StandardPoints file also contains a couple of lemmas now.