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Timeless Space is a Fundamental Arena of Quantum Processes

The IUP Journal of Physics, Vol. III, No. 4, pp. 34-49, October 2010

Posted: 30 Nov 2010  

Davide Fiscaletti

SpaceLife Institute

Amrit S. Sorli

Scientific Research Centre

Date Written: October 29, 2010

Abstract

In the special theory of relativity, space and time are intrinsically linked and united into one manifold called ‘space-time’. The three coordinates x1, x2 and x3 are spatial, the fourth coordinate x4 is temporal. Gödel’s idea according to which x4 is spatial too is coherent. In the fourth coordinate x4 = ict, time t is only a component. Mathematical time t is only an element of x4 and represents physical time that is run of clocks in timeless cosmic space. Time t that we gain with clocks is a quantity which describes the numerical order of material changes. Clocks are reference systems for measuring frequency, speed and numerical order of material changes. Time is not part of space. Space itself is timeless. This insight introduces new perspectives in the interpretation of Einstein-Podolsky-Rosen (EPR) experiment — subatomic particles move only into space and not into space-time, and are instantaneously connected through space which functions as an immediate information medium between them. Bohm’s approach introduces the idea that non-local correlations between subatomic particles are linked to the space-like action of quantum potential but is not time-symmetric. To interpret the time-reverse of a quantum process in a correct way (and thus also of the instantaneous communication between subatomic particles), a symmetry in time in quantum mechanics is needed, a symmetrized reformulation of Bohmian mechanics is suggested and its perspectives with regard to the arena of quantum processes are analyzed.

Keywords: Mathematical time, Physical time, Time symmetry, Physical space, Quantum potential, Symmetrized quantum potential

Suggested Citation

Fiscaletti, Davide and Sorli, Amrit S., Timeless Space is a Fundamental Arena of Quantum Processes (October 29, 2010). The IUP Journal of Physics, Vol. III, No. 4, pp. 34-49, October 2010. Available at SSRN: https://ssrn.com/abstract=1716742

Davide Fiscaletti (Contact Author)

SpaceLife Institute ( email )

via Roncaglia
San Lorenzo in Campo
3561047, Pesaro e Urbino
Italy

Amrit S. Sorli

Scientific Research Centre ( email )

Bistra Ptuj
Slovenia

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