ORALS

The famous EPR argument [1] by A. Einstein, B. Podolsky and R. Rosen in the year 1935 expressed their historical view that Quantum mechanics could be completed into a form recovering classical ‘determinism’ at least under limit conditions. Santilli’s seminal contribution provided formulation of novel mathematical, physical and chemical methods to show that interior dynamical systems admit classical counterpart in full accordance with the EPR argument via representation by Isomathematics [ 2,4 ]. Moreover, Einstein’s determinism for strong interactions [3]  is progressively achieved in the interior of hadrons, nuclei  and stars and it is fully achieved in the interior of gravitational collapse known as isodeterminism  [ 6]. In this paper we investigate the metaphysical implications of the Hindu philosophical notion of ‘determinism’ in the light of Santilli’s  path breaking proposal as to ' ‘determinism’ can be established in the limiting sense at the core of a black hole [5,6].’  ‘Determinism’ is a philosophical view where all the events are completely determined by previously existing cause [7,8].  “Everything that happens has been predestined to happen by an omnipotent, omniscient divinity. We show that Santilli’s determinism (isodeterminism) is in tune with the ‘determinism’ prescribed in the Hindu philosophy. 

References:
[1] A.Einstein, B.Podolsky and N.Rosen ”Can Quantum- mechanical description of physical reality be considered complete?” Phys. Rev., 47,777(1935) https://www.eprdebates.org/docs/epr-argument.pdf
[2] R.M.Santilli, “Nonlocal-Integral Isotopies of Differential Calculus, Mechanics and Geometries” Rendiconti Matematico Palermo, Suppl. {42}, 7-82 (1996)
[3] R.M.Santilli, Generalization of Heisenberg’s uncertainty principle for strong interactions, Hadronic Journal, [4], 642(1981) http://www.santilli–foundation.org/docs/generalized-unceratainties-1981.pdf
[4] S. Georgiev, Isomathematics, Lambert Academic Publishing (2022)
[5] R.M.Santilli, Isorepresentation of the Lie-isotopic SU2 Algebra with Application to Nuclear Physics and Bell’s inequalities Acta Applicandae Mathematicae [37],5-23 (2019) http://www.eprbates.org/docs/epr-paper-ii.pdf
[6] R.M.Santilli, Isotopic quantization of gravity and its universal isopoincare symmetry, Proceedings of The seventh Marcel Grossman Meeting on Gravitation , SLAC.1992, Jantzen.R.T.Keiser, G.M.and Ruffini, R,Editors, {World Scientific Publishers} p. 500-505 (1994) www.santilli-foundation.org/docs/Santilli-120.pdf
[7] Rigveda Mandal, Wikipedia
[8] Upanishad, Wikipedia