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Fiber bundle description of number scaling in gauge theory and geometry

2015
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Quantum Studies: Mathematics and Foundations
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This work uses fiber bundles as a framework to describe some effects of number scaling on gauge theory and some geometric quantities. A description of number scaling and fiber bundles over a flat space time manifold, M, is followed by a description of gauge theory. A fiber at point x of M contains a pair of scaled complex number and vector space structures, C^c_x× V^c_x for each c in GL(1,C). A space time dependent scalar field, g, determines, for each x, the scaling value of the vector space

doi:10.1007/s40509-015-0049-3
fatcat:rqtkrmueifcc5jjhe66wdoqcam