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dynamic

[di-nam´ik]

pertaining to or manifesting force.

References in periodicals archive ?

Li, "Hybrid synchronization of two complex delayed dynamical networks with nonidentical topologies and mixed coupling," Complexity, vol.

Global Exponential Synchronization of Nonlinearly Coupled Complex Dynamical Networks with Time-Varying Coupling Delays

In recent years, bounded control of complex dynamical network concerns the existence of bounded synchronization region globally stabilizing the complex system, which has grown very quickly, and it is one of the important issues in control theory and applications [17-21].

Finite-Time Bounded Synchronization of the Growing Complex Network with Nondelayed and Delayed Coupling

A complex dynamical networks consisting of N linearly coupling nodes are:

Hybrid generalized function projective delay synchronization in complex dynamical networks via feedback control

In [MS], we observe that combinatorial zeta functions whose determinant expressions are of the form 1/det(I-A) should be constructed as Ruelle zeta functions [R] for essentially finite dynamical systems defined for finite digraphs.

Ruelle zeta functions for finite dynamical systems and Koyama-Nakajima's l-functions

The dynamical space quantum detectors, which use reverse biased Zener Diodes, Fig.

Quantum gravity experiments

In Section 2 we collect some notions and facts from the theory of dynamical systems (semigroup dynamical system, cocycle, full trajectory, non-autonomous dynamical system, compact global attractor) used in our paper.

Non-autonomous difference equations: global attractor in a business-cycle model with endogenous population growth

Then, in the case of dynamical models of the whole drive system obtained, the authors determine the controlling force applied on the system that counteracts the oscillation-inducing dynamical loads active synthesis [3, 4, 6, 8].

Active reduction of identified machine drive system vibrations in the form of multi-stage gear units/Masinu pavaroje nustatytu mechaniniu virpesiu aktyvus slopinimas daugiapakopese krumpliaratinese pavarose

PISRS International Conference on Analysis, Fractal Geometry, Dynamical Systems and Economics (2011: Sicily, Italy).

Fractal geometry and dynamical systems in pure and applied mathematics II; fractals in applied mathematics; proceedings

Although SMA systems have interesting behaviors to be exploited in dynamical applications, some characteristics may be critical for practical situations.

Dynamical jumps in a shape memory alloy oscillator

He then surveys the key concepts and results to emerge from dynamical systems: Chaos and the butterfly effect, deterministic randomness, bifurcations, universality, phase space, and strange attractors.

What We Are Reading Today: Chaos and Dynamical Systems by David P. Feldman

A new paradigm for dynamical core development is presented where the precision of dynamical cores should not be more than the level of uncertainty provided by the stochastic scheme presented in this study.

A STOCHASTIC REPRESENTATION OF SUBGRID UNCERTAINTY FOR DYNAMICAL CORE DEVELOPMENT

There is a natural dynamical system associated to this geometry called the geodesic flow and the negative curvature makes this system chaotic.