The following idea is therefore proposed: It's completely lawful to think that there may be in some way a connection, a correspondence, between the entropic energy movement among the various QS, these elementary grains of ATPS (movement that, as said before, materializes a particle, making it appear in the different points of space), and the action of the total force, which produces the motion of that particle, as we know it from Bohm's pilot wave theory.
In regards to microscopic processes, ATPS assumes the special "state" represented by quantum potential in consequence of the energy shifting between certain QS, and, therefore, in consequence of the vibration of such QS at appropriate frequencies.
The interpretation of quantum potential as the "state" of ATPS in presence of microscopic processes can also be seen as a natural consequence that derives from quantum nonlocality.
It's important to point out, finally, that this new interpretation of quantum potential as "special state of ATPS in presence of microscopic processes" is substantially compatible with the idea, originally proposed by Bohm and Hiley, to consider quantum potential as "information potential" and sheds new light on it.
Now, utilizing the results displayed in the previous chapters about quantized ATPS, one can shed new light on double-slit experiment and provide a significant justification--at least in an interpretative way--of how the particles emitted by the source move in the region between the slits and the screen, and of their trajectories (which are considered "strange" by some physicists of Copenhagen interpretation).
The law of motion written above says us then that the total force (classic + quantum) acting on a physical system is tied to the stream of changes of the speed of the system in ATPS (and thus if the particle into consideration is still, there is not stream of changes in space and therefore no force acts on the particle).
As we have said in the previous chapter, it is the vibration of certain QS at appropriate frequencies that determines the appearance of a particle in ATPS and creates the wave which guides the particle during its motion.
In fact, it implies a correspondence between bohmian quantum potential and the entropic energy shifting among the QS (responsible of the materialization in different points of space of an elementary particle): as regards microscopic processes, ATPS assumes the special "state", represented by quantum potential, in consequence of the entropic energy shifting between various QS, and therefore in consequence of the vibration of such QS at appropriate frequencies.
The interpretation of quantum potential as the special "state" of ATPS in the presence of microscopic processes, can be also seen as a natural consequence which derives from quantum nonlocality.