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10 votes

Applications of diffeological spaces to ordinary differential geometry

I would add to the previous list of "applications" of diffeology in ordinary differential geometry the theorem about Homotopic invariance of De Rham cohomology (§6.88 of Diffeology). … By the way the Chain-Homotopy operator is used also in Symplectic Diffeology for the definition and the generalisation of The Moment Map in Diffeology. …
5 votes

Reference for a path groupoid being a diffeological groupoid

Its construction is contained in Chapter V of the book "Diffeology", exactly the paragraph titled "Poincaré Groupoid and Homotopy Groups" (beginning p.112). …
Patrick I-Z's user avatar
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5 votes

Advantages of diffeological spaces over general sheaves

If you are a geometer: diffeology. I will try to explain what I mean. I may however still modify the following. … This is why the sheaf algebraic approach to diffeology is a contrario of its geometric approach, even if a diffeological space is a sheaf of plots. …
Patrick I-Z's user avatar
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0 votes

Is there a notion of a complex/analytic diffeological space?

Slides from his talk at the last conference on diffeology and differential homotopy are here. …
Patrick I-Z's user avatar
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