Good morning/afternoon/night for everyone!
I would like to ask you, specially for the people here who deals with General Relativity/Differential Geometry, physical implications about Manifolds.
Well, the most intuitive notion about a manifold as a model of physical reality, is then the notion of the "space of all events". Or even, the Earth itself: localy the world a, priori, appears to be flat, but if you take a high orbital flight you will see a $S^{2}$ space.
But, concerning the mathematics of a manifold, well, We have some ingredients:
I would like to ask you, specially for the people here who deals with General Relativity/Differential Geometry, physical implications about Manifolds.
Well, the most intuitive notion about a manifold as a model of physical reality, is then the notion of the "space of all events". Or even, the Earth itself: localy the world a, priori, appears to be flat, but if you take a high orbital flight you will see a $S^{2}$ space.
But, concerning the mathematics of a manifold, well, We have some ingredients: