A Question about the Particle-Wave Duality in QM For specificity, it should be pointed out that Bohmian Mechanics it's based upon a very specific field that c appears in its equations which Bohm/Hiley called the cops quantum potential. Following is a short description of the quantum potential which is copied from this paper:
Quantum Interference and the Quantum Potential∗
C. Philippidis, C. Dewdney and B. J. Hiley† (1978)
"Our results using the quantum potential show that one can, in fact, re-
move the ambiguity of whether quantum objects are waves or particles and
provide, instead, a clear intuitive understanding of quantum interference in
terms of well-defined particle trajectories. More important than this, how-
ever, is the new perspective it gives to quantum interconnectedness. We
have shown that the quantum potential combines properties of all the par-
ticipating elements—masses, velocities of particles, widths and separation of
slits—in an irreducible way and suggests that, as far as the quantum domain
is concerned, space cannot be thought of simply as a neutral back cloth. It
appears to be structured in a way that exerts constraints on whatever pro-
cesses are embedded within it. More surprisingly still, this structure arises
out of the very objects on which it acts and the minutest change in any of
the properties of the contributing objects may result in dramatic changes in
the quantum potential.
This gives a new appreciation of Bohr’s insistence that quantum phe-
nomena and the experimental situation are inseparable. Moreover, it recalls
the relativistic relationship between space and inertial mass, and seems to
extend this relationship to include the geometrical and possibly the topo-
logical configu-rations of matter.
It is clear, therefore, that the quantum potential is unlike any other field
employed in physics. Its globalness and homogeneity in the sense of not
being separable into well-defined source and field points indicates that it
calls for a different conceptual framework for its assimilation. Notions of
structure, structural relationships and stabilities seem to be more appropri-
ate than those of dynamics (even though here we have started with what
appeared to be dynamical equations). However, a more detailed discussion
of these points will be presented in a further paper."
More importantly, Bohm, in his book, specifically describes his model as causal. I quote from his book Science, Order, and Creativity:
"Although the interpretation is termed causal [author's italics], this should not be taken as implying a form of complete determinism. Indeed it will be shown that this interpretation opens the door for the creative operation of underlying, and yet subtler, levels of reality."
Why do I bring this up? I invite readers to search for internet for information about Bohmian Mechanics and it's interpretation and you will find one physicist after another describing it as deterministic (including the Stamford Encyclopedia of Philosophy). They never studied his works. They are parroting what they read elsewhere, including the incorrect conclusions. I let you decide from now this what you wish regarding the reliability of information derived from "trusted sources".