The experimental data reveals the existence of a dynamical
Chapter S7: (expanded) Dynamical
processes for descriptive ocean circulation
Here [upsilon](r, t) is the velocity field describing the dynamical
space at a classical field level, and the coordinates r give the relative location of [psi](r, t) and [upsilon](r, t), relative to a Euclidean embedding space, also used by an observer to locate structures.
A complex dynamical
networks consisting of N linearly coupling nodes are:
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.
space quantum detectors, which use reverse biased Zener Diodes, Fig.
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.
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].
system defines a continuous flow in the state space.
The solution describes a rotating, stationary (time-independent) black hole and it is thought that it also describes the final evolutionary stage of any dynamical
(time-dependent) black hole.
The goal of this contribution is to complete information on field of the spiroid gear static loading and of torque size influence on its efficiency within formation of various type of friction, measured by dynamical
The "9th Dynamical
Systems Workshop" supported by the Turkish Mathematical Society Ankara Branch and Izmir University was held in the Department of Mathematics at Izmir University in Turkey during June 18-20, 2009.
Devoted to the study of the classical and quantum dynamics of physics theories where the Lagrangian exhibits local (gauge) symmetries, the purpose of this text is to both introduce this field of constrained dynamical
systems and provide tools for quantizing such systems.
system is conservative with the Hamiltonian being given by H(v) = 1/2g(v,v) - f(p).
Systems: Stability and Control (Russian), Phoenix, Kiev, 2009, XIV +304 pp.