Abstract
The picture of Nature given by quantum mechanics is twofold: unobserved microsystems evolve with time continuously and deterministically, but change their state discontinuously and erratically during a process of measurement. This paradox is usually overcome by the Copenhagen interpretation, though other attempts (mainly the « quantum theory of measurement » of Daneri, Loinger and Prosperi, and the « hidden-variable theory » of Bohm and Bub) have been developed. In this work we propose an interpretation which describes the particle in an objective way and which contains quantum mechanics as a limit case. In our picture there is no measurement paradox, probabilities are associated in a simple fashion to single microsystems, the Einstein-Podolsky-Rosen paradox loses its paradoxical aspect and the difficulties inherent in the Heisenberg principle are avoided.
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