# The End of Space-time

## Physics-Mathematics

## DOI:

https://doi.org/10.14331/ijfps.2020.330139## Keywords:

space-time, time-invariant space, entropy, bijective research methodology## Abstract

In bijective modeling, the physical reality is represented by the set X, the model of physical reality by the set Y. Every element in the set X has exactly one correspondent element in the set Y. Set X and set Y are related by the bijective function *f : X -> Y*. Bijective modeling is confirming that time is the duration of given system entropy increasing in time-invariant space.

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## References

Ben-Naim, Arieh. (2020). Entropy and Time. Entropy, 22(4), 430.

Buhusi, Catalin V, & Meck, Warren H. (2005). What makes us tick? Functional and neural mechanisms of interval timing. Nature reviews neuroscience, 6(10), 755-765.

Ebadi, Behrooz. (2019). Arrow of time: A physical concept with philosophical roots: Philosophy of physics. International Journal of Fundamental Physical Science, 9(3), 37-40.

Fiscaletti, Davide, & Sorli, Amrit. (2015). Perspectives of the numerical order of material changes in timeless approaches in physics. Foundations of Physics, 45(2), 105-133.

Fiscaletti, Davide, & Sorli, Amrit. (2017). Searching for an adequate relation between time and entanglement. Quantum Studies: Mathematics and Foundations, 4(4), 357-374.

Fursaev, Dmitri V. (2006). Entanglement entropy in critical phenomena and analog models of quantum gravity. Physical Review D, 73(12), 124025.

Hawking, Stephen W. (1985). Arrow of time in cosmology. Physical Review D, 32(10), 2489.

Horwitz, Lawrence P. (2019). Stueckelberg-Horwitz-Piron Canonical Quantum Theory in General Relativity and Bekenstein-Sanders Gauge Fields for TeVeS Progress in Relativity: IntechOpen.

Horwitz, LP. (2020). The Relativistic Boltzmann Equation and Two Times. Entropy, 22(8), 804.

Ivry, Richard B, & Spencer, Rebecca MC. (2004). The neural representation of time. Current opinion in neurobiology, 14(2), 225-232.

Lehto, M, Nielsen, Holger B, & Ninomiya, Masao. (1989). Time translational symmetry. Physics Letters B, 219(1), 87-91.

Lucia, Umberto, Grisolia, Giulia, & Kuzemsky, Alexander L. (2020). Time, Irreversibility and Entropy Production in Nonequilibrium Systems. Entropy, 22(8), 887.

Mauk, Michael D, & Buonomano, Dean V. (2004). The neural basis of temporal processing. Annu. Rev. Neurosci., 27, 307-340.

Müller, Clemens, Guan, Shengwei, Vogt, Nicolas, Cole, Jared H, & Stace, Thomas M. (2018). Passive on-chip superconducting circulator using a ring of tunnel junctions. Physical review letters, 120(21), 213602.

Šorli, Amrit Srečko. (2019). Mass–Energy Equivalence Extension onto a Superfluid Quantum Vacuum. Scientific reports, 9(1), 1-9.

Strauss, Yossef, Silman, Jonathan, Machnes, Shai, & Horwitz, Lawrence P. (2011). Study of a self-adjoint operator indicating the direction of time within standard quantum mechanics. arXiv preprint arXiv:1101.3969.

t Hooft, Gerard. (2018). Time, the arrow of time, and Quantum Mechanics. Frontiers in Physics, 6, 81.

Wittgenstein, Ludwig, & dos Santos, Luiz Henrique Lopes. (1994). Tractatus logico-philosophicus: Edusp.

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*International Journal of Fundamental Physical Sciences*,

*10*(4), 31-34. https://doi.org/10.14331/ijfps.2020.330139

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