An Application of Reversible Entropic Dynamics on Curved Statistical Manifolds
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Publication:6503757
DOI10.1063/1.2423281arXivphysics/0702011MaRDI QIDQ6503757
Adom Giffin, Sean Alan Ali, Carlo Cafaro
Abstract: Entropic Dynamics (ED) is a theoretical framework developed to investigate the possibility that laws of physics reflect laws of inference rather than laws of nature. In this work, a RED (Reversible Entropic Dynamics) model is considered. The geometric structure underlying the curved statistical manifold, M is studied. The trajectories of this particular model are hyperbolic curves (geodesics) on M. Finally, some analysis concerning the stability of these geodesics on M is carried out.
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