Non-relativistic fermion energy-momentum tensor matrix elements are decomposed into Galilei-covariant mechanical form factors using new eight-component spinors, with pilot-wave based density formulas separating internal structure from wave packet dispersion.
Can Bohmian mechanics be considered complete?
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abstract
In this work celebrating the centenary of quantum mechanics, we review the principles of de Broglie Bohm theory, also known as pilot-wave theory and Bohmian mechanics. We assess the most common reading of it (the Nomological interpretation based on the notion of primitive ontology in tridimensional space) and defend instead a more causal and pluralistic approach, drawing on classical analogies with optics and hydrodynamics. Within this framework, we review some of the approaches exploiting mechanical analogies to overcome the limitations of current Bohmian theory and perhaps quantum mechanics itself.
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Mechanical form factors and densities of non-relativistic fermions
Non-relativistic fermion energy-momentum tensor matrix elements are decomposed into Galilei-covariant mechanical form factors using new eight-component spinors, with pilot-wave based density formulas separating internal structure from wave packet dispersion.