Sentence examples for dynamical computer from inspiring English sources

The main result of this paper determines the computational order of prediction from a dynamical statistical model underpinned by the dynamical computer model.

Multivariate design and analysis of computer experiments (DACE) methodology can be useful in situations where a dynamical computer model produces time series data sets.

While the Knowledge Base component of The Cell Collective serves as the knowledge aggregator for the dynamical regulatory mechanisms of individual biological species, the next step (#2 in Figure 2) is to convert this knowledge into a dynamical computational model that can be simulated and analyzed on the computer.

It has also very useful applications in various fields, for example, population dynamics, chaos control, computer programming, nonlinear dynamical systems, nonlinear operators, statistical convergence, and so forth.

It has also very useful applications in various fields, e.g., population dynamics, chaos control, computer programming, nonlinear dynamical systems, nonlinear operators, statistical convergence and others.

It has a wide range of applications in various fields: population dynamics, chaos control, computer programming, nonlinear dynamical systems, etc. Fuzzy topology is one of the most important and useful tools to deal with such situations where the use of classical theories breaks down.

This paper presents some of the principles underlying verification and controller synthesis techniques for discrete dynamical systems developed within Computer Science along with some ideas to extend them to continuous and hybrid systems.

We discuss the dynamical properties of a SIRS computer virus propagation model with impulsive detoxication and saturation effect.

To confirm this idea, we designed a sample circuit for discrete dynamical operation and confirmed by computer simulation that the circuit successfully generated a sequence of discrete-time outputs by following a return map.

This framework is general because it applies (i) to any biological function expressible in the temporal logic LTL, an expressive language for specifying dynamical behaviors widely used in computer science and engineering, and (ii) to any perturbation set, provided that the behaviors of the perturbed system can be obtained as numerical timed traces, for example by numerical integration of ODEs.

This may be done by computer modelling: running the dynamical system over and over again so as to build up a picture of the achievable end states and how likely the outcome is to be in each group.Born in Russia, Professor Sinai earned a doctorate in maths from Moscow State University in 1963.