Adom Giffin, Ph.D.
Affiliations: | 2008 | State University of New York, Albany, Albany, NY, United States |
Area:
Statistics, Theory PhysicsGoogle:
"Adom Giffin"Mean distance: (not calculated yet)
Parents
Sign in to add mentorAriel Caticha | grad student | 2008 | SUNY Albany | |
(Maximum entropy: The universal method for inference.) |
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Publications
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Ali SA, Cafaro C, Gassner S, et al. (2018) An Information Geometric Perspective on the Complexity of Macroscopic Predictions Arising from Incomplete Information Advances in Mathematical Physics. 2018: 1-13 |
Cafaro C, Ali SA, Giffin A. (2016) Thermodynamic aspects of information transfer in complex dynamical systems. Physical Review. E. 93: 022114 |
Cafaro C, Ali SA, Giffin A. (2016) On the violation of Bell's inequality for all non-product quantum states International Journal of Quantum Information. 14 |
Giffin A, Cafaro C, Ali SA. (2016) Application of the maximum relative entropy method to the physics of ferromagnetic materials Physica a: Statistical Mechanics and Its Applications. 455: 11-26 |
Giffin A, Ali SA, Cafaro C. (2013) Local softening of information geometric indicators of chaos in statistical modeling in the presence of quantum-like considerations Entropy. 15: 4622-4633 |
Cafaro C, Giffin A, Lupo C, et al. (2012) Softening the complexity of entropic motion on curved statistical manifolds Open Systems and Information Dynamics. 19 |
Ali SA, Cafaro C, Giffin A, et al. (2012) Complexity characterization in a probabilistic approach to dynamical systems through information geometry and inductive inference Physica Scripta. 85 |
Urniezius R, Giffin A. (2012) Iteration free vector orientation using maximum relative entropy with observational priors Aip Conference Proceedings. 1443: 182-189 |
Ali SA, Cafaro C, Giffin A, et al. (2012) On a differential geometric viewpoint of Jaynes' MaxEnt method and its quantum extension Aip Conference Proceedings. 1443: 120-128 |
Guan X, Giffin A, Jha R, et al. (2012) Maximum relative entropy-based probabilistic inference in fatigue crack damage prognostics Probabilistic Engineering Mechanics. 29: 157-166 |