Talk detail

Participant	Plamondon, Réjean
Institution	Département de Génie Électrique - P.O. Box 6079, Succ. Centre-ville - Montréal - Québec - Canada

Session	AT4	Accepted		Order	Time
Talk	Oral abstract	Title	Emergence of a quasi-Newtonian gravitation law: a geometrical impact study.
Co-authors
Abstract	This paper shows how a quasi-Newton’s law of gravitation, relying on an erfc potential, can be derived when a statistical pattern recognition paradigm based on the Bayes’ law and the Central Limit Theorem is applied to the Einstein’s field equation to incorporate a probabilistic factor that takes into account the probability of presence of a given energy-momentum density in its corresponding 4D curved spacetime manifold [1] . Incorporating this potential into a line element, the spacetime geometry of massive objects can be analyzed. The resulting symmetric and axisymmetric models are investigated and new predictions are pointed out. [1]Plamondon, R.,”Patterns in Physics: Toward a Unifying Theory”, Presses Internationales Polytechnique (2012).