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Involutive Properties of Space-structures on Smooth Manifolds
Interesting, do you have a recommendation for a reference that covers the topic in a similar rigor but restricted to oriented cobordisms between smooth manifold?
Union of Cartesian products: $X \times (Y \cup Z)= (X \times Y) \cup(X\times Z)$
Usually it is best to think about this element wise!
Publication Quality Mathematics Diagrams
oh! how nice! Although it seems to be the dreaded metapost! :P