Sentences with phrase «of nonlinear dynamical systems»

Given the collective paleoclimatological evidence from the Paleogene, and a little knowledge of nonlinear dynamical systems, it seems strange to think that anyone who understands these matters would think their heuristics and experience would continue to apply in a world which is no longer as stable as it once was.

Such chaotic behaviour may limit the predictability of nonlinear dynamical systems.»

Obtained the Oozy Technical Achievement Honor for the involvement of nonlinear dynamical system analysis

Not exact matches

«A dynamical system such as the climate system, governed by nonlinear deterministic equations (see Nonlinearity), may exhibit erratic or chaotic behaviour in the sense that very small changes in the initial state of the system in time lead to large and apparently unpredictable changes in its temporal evolution.

The three - body problem is of course at the center of Chaos theory and climate research has long acknowledged that the climate is a dynamical system existing on the edge of spatio - temperal chaos and that the complexity of multiple interacting positive and negative feedbacks make it so particularly complex and nonlinear.

Web, I say again as I said many times before that the modern view of mechanics is that nonlinear dynamical systems provide a deterministic method that has a lot of evidence that it does model turbulence and perhaps includes statistical physics.

Hypothesis I derives from the 1D energy balance, thermodynamic view of the climate system, whereas Hypothesis III derives from a nonlinear dynamical system characterized by spatiotemporal chaos.

The Earth is an open highly multivariate dynamical nonlinear non-Markovian chaotic driven system, and statements like «1 to 1.5 degrees of warming» are themselves consequently moderately suspect.

The cornerstone is the theory of random dynamical systems, which allows us to probe the detailed geometric structure of the random attractors associated with nonlinear, stochastically perturbed systems.

Aires, F., and W.B. Rossow, 2003: Inferring instantaneous, multivariate and nonlinear sensitivities for the analysis of feedback processes in a dynamical system: The Lorenz model case study.

Role of the hydrological cycle in regulating the planetary climate system in a simple nonlinear dynamical model.

It is my opinion, based on my familiarity with nonlinear dynamical systems and with the physics driving these mechanisms, that temperature increases of this magnitude will not stabilize at these levels as the feedbacks kick in.

If numerical methods can not accurately compute the solution of the basic dynamical system (so called dynamical cores) either because of ill posedness, fast exponential growth, or inadequate resolution to properly resolve the rapid nonlinear cascade of the vertical component of vorticity (requires unphysically large dissipation to overcome), then adding necessarily unphysical parameterizations to overcome these deficiencies can not lead to a correct physical solution as the resolution is reduced.