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Perdigão – Meteoceanics

Physical Information among Statistically Independent Processes in Coevolutionary Systems December 7, 2017
There is a common misconcepton that statistically independent processes cannot share any information. In reality, the absence of statistical codependence does not preclude the existence of physical interactions. In order to bring out and characterize that hidden information in terms of microphysical interaction indicators, Rui A. P. Perdigão has formulated a […]
Beyond Coevolutionary Optimality in Non-Ergodic Statistical Physics: Unveiling The 5th Principle October 5, 2017
Meteoceanics chairman Rui Perdigão has launched an international project on Theoretical Thermodynamics and Statistical Physics. The main goal entails the development of the new general principle governing the breach of coevolutionary optimality and unlocking the predictability of post-critical emergence in non-ergodic statistical physics, recently introduced […]
Listings in Meteoceanics Education October 4, 2017
Within the chair in Fluid Dynamical Systems and the Meteoceanics Interdisciplinary Centre for Complex System Sciences, the following disciplines are nurtured and delivered by our coordinator Prof. Dr. Rui Perdigão: Semester-long Disciplines: Fluid Dynamical Systems: introductory (BSc/MSc) and advanced (MSc/PhD); Information Physics and Evolutionary Complexit […]
Frontiers in Fluid Dynamical Systems October 4, 2017
The new frontier lecture series from chair Prof. Dr. Rui Perdigão on Fluid Dynamical Systems: from Quantum Gravitation to Thermodynamic Cosmology are now also available. Enquiries are most welcome.
Mathematical Physics and Predictability of Complex Coevolutionary Systems June 18, 2017
Meteoceanics chair Prof. Dr. Rui Perdigão has launched an international program on the mathematical physics of complexity. The program entails the theoretical establishment of the fundamental principles and general governing laws for complex systems, including the far from equilibrium coevolutionary dynamics where the ergodic assumptions of classical dynamic […]