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Concept in differential geometry
In mathematics, a diffeology on a set generalizes the concept of a smooth atlas of a differentiable manifold, by declaring only what constitutes the "smooth
Diffeology
Generalized manifold
regarded first as a diffeological space, a set equipped with a diffeology. Then, the diffeology is tested to be locally diffeomorphic at each point to a quotient
Orbifold
French mathematician
developed a more general approach to differentiable manifolds by means of diffeologies. Souriau published more than 50 papers in peer-review scientific journals
Jean-Marie_Souriau
Isomorphism of differentiable manifolds
known as a gravitational anomaly, a type anomaly in quantum mechanics Diffeology, smooth parameterizations on a set, which makes a diffeological space
Diffeomorphism
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