The Commutativ Geometry

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The Commutativ Geometry

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The Commutativ Geometry consists in replacing the smooth functions on a manifold by a commutativ algebra which is a module over the functions.

Can the Commutativ Geometry have applications in physics and gauge theory?

asked Nov 27, 2021 in Mathematics by Antoine Balan (-80 points) [ revision history ]
edited Nov 27, 2021 by Antoine Balan

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