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In this article we show that quantum physics is a straightforward and
comprehensive consequence of the model of discrete space-time that we have put
forward in . We first introduce the concept of coherent
domains and give a proof of the various postulates and principles that form the
basis of one-particle quantum systems. Then we consider how spin-statistic
theorem and the formalism of second quantization, that are prerequisites for a
description of many-particles systems, emerge from the model. Finally the same
framework suggests the idea of rigid histories which allows an interpretation
of quantum entanglement to be proposed.
We see the whole universe as a collection of very simple binary physical
systems. With this assumption, we put forward a detailed model of discrete
spaces. Our own universe with its four dimensions, shared between one time-like
dimension and three space-like dimensions, as well as the Minkowski metrics,
are emerging properties of the model.