feat(analysis/normed_space/add_torsor): normed_add_torsor (#2814)
Define the metric space structure on torsors of additive normed group
actions. The motivating case is Euclidean affine spaces.
See
https://leanprover.zulipchat.com/#narrow/stream/113489-new-members/topic/Some.20olympiad.20formalisations
for the discussion leading to this particular handling of the
distance.
Note: I'm not sure what the right way is to address the
dangerous_instance linter error "The following arguments become
metavariables. argument 1: (V : Type u_1)".