Breaking the permutation character of diffeomorphisms on spinor structures
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World Scientific Publishing
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In this paper, we investigate the impact of diffeomorphisms, where more than one nonequivalent spinor structure is built upon a given base manifold endowed with nontrivial topology. We call attention to the fact that a relatively straightforward construction evinces a lack of symmetry between fermionic modes from different spinor bundle sections, leading to a dynamic preference breaking the permutation character of diffeomorphisms on spinor structures.
