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Manfried Faber: A geometric model in 4D space-time for electro-dynamic phenomena
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Lecture was given within Session B2 Ontology of quantum mechanics
Manfried Faber: University, Technische Universität (Wien, Austria)
Abstract. With three rotational degrees of freedom of spatial Dreibeins and an appropriate Lagrangian [1,4] we describe electromagnetic phenomena [2]. Stable solitonic excitations we compare with the lightest fundamental electric charges, electrons and positrons. Two Goldstone bosons we relate to the properties of photons [3]. These excitations are characterised by three topological quantum numbers, corresponding to charge, spin and photon number.
Manfried Faber: University, Technische Universität (Wien, Austria)
Abstract. With three rotational degrees of freedom of spatial Dreibeins and an appropriate Lagrangian [1,4] we describe electromagnetic phenomena [2]. Stable solitonic excitations we compare with the lightest fundamental electric charges, electrons and positrons. Two Goldstone bosons we relate to the properties of photons [3]. These excitations are characterised by three topological quantum numbers, corresponding to charge, spin and photon number.