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added 87 characters in body; edited title

edited Jun 26 at 18:05

Can you recover the manifold diffeology from the diffeology of distributions?

Is it true that the manifold diffeology is the subspace diffeology heredited from the diffeology of distributions? I wanna know the same thing for the tangent bundle.

smooth-manifolds schwartz-distributions

asked Jun 25 at 18:45

Lefevres