Results 281 to 290 of about 529,550 (317)
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Dynamic Systems Theory and Sociocultural Theory

Language and Sociocultural Theory, 2016
Both Dynamic Systems Theory and Sociocultural Theory consider second language development to be complex and dynamic, taking place through change across time. However, each has a different theoretical/methodological perspective, the former focusing on this process primarily as interconnected self-organizing systems and the latter as tied to the ...
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GEOMETRIC THEORY OF DYNAMIC SYSTEMS WITH CONTROL

IFAC Proceedings Volumes, 1990
The phase portraits of dynamio systems with control (dif-ferential inclusions) form a new class of objeots which yield full information on system behavior through the analysis of singular sets of the phase portraits. A dynamic systems with control phase portrait is generated by filling the phase space with a family of trajectory funnel boundaries of ...
A.G. Butkovskiy   +3 more
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The Theory of Dynamical Systems

2003
We shall begin by presenting a brief review of the qualitative theory of ODE [169, 181, 182, 373] , with particular emphasis on those aspects of the non-linear theory of importance in cosmology.
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Theory of Dynamic Systems

2000
The theory of dynamic systems was treated in a fundamental way by K. Kupfmuller, [1], to derive the general relationships between input and output quantities in telecommunications. Later it was extended to automatic controller design and evolved, along with information theory and the theory of automata, into mathematical kybernetics, with applications ...
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Dynamic systems theory

2020
Barbara M. Newman, Philip R. Newman
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CONTROL THEORY AND DYNAMICAL SYSTEMS [PDF]

open access: possible, 1996
Colonius, Fritz (Prof.)   +1 more
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Complexity Theory and Dynamic Systems Theory

2017
Abstract In this contribution, the history and use of the two labels Complexity Theory (CT) and Dynamic Systems Theory (DST) are presented. Although they have a different ontology, there does not seem to be a reason for choosing one or the other to refer to the same phenomenon.
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Quantum Theory of Localizable Dynamical Systems

Physical Review, 1948
A dynamical system is called localizable if its wave functions can be expressed in terms of variables, each referring to physical conditions at only one point in space-time. These variables may be at points on any three-dimensional space-like surface in space-time.A general investigation is made of how the wave function varies when the surface is ...
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