Abstract
We have shown in a previous article by Olivi-Tran and Gauthier [1] that Heisenberg's uncertainty principle is only an approximation be- cause time can only be equal to zero at the beginning of the constitution of the universe: the Big Bang. Indeed time is related to the local radius of curvature and to the total radius of curvature of the universe for a given location. Moreover, we have shown (see Olivi-Tran's reference [2]) that time has the dimension of a length. So if our three dimensional universe is embedded in a four dimensional universe where the fourth dimension is related to time, it is possible to define a 'universal' system of coordinate (x,y,z,t) for which the precise location of a given object is possible. With these hypothesis, it is possible to make a measure simultaneously on two different locations in the four dimensional space. The EPR paradox comes from the fact that it would not be possible to have two entangled states at two different locations without having to overcome the speed of light to carry information from one particle to the other to which it is intricate. We will see by a simple calculation that the state 'entangled' is only transient as the time is not the same for different locations in our three dimensional universe.