Results 271 to 280 of about 529,550 (317)

Equipping mathematical models for hospital dynamics using information theory. [PDF]

NPJ Digit Med
Balch JA, Brandberg JG, Andris RT, Mesner IG, Nametz DC, Megjhani M, Ruppert MM, Hu D, Clark MT, Shickel B, Ranard BL, Delos JB, Albers DJ, Loftus TJ, Park S, Randall Moorman J.   +15 more
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Exploring complex dynamics in nonlinear Riemann wave models using fractional calculus-based expansion. [PDF]

Sci Rep
Mumtaz A, Masood K, Shakeel M, Shah NA.
europepmc   +1 more source

Fractional order effects on solitary waves and chaotic regimes in the mKdV Burgers equation. [PDF]

Sci Rep
Islam MA, Rimu NN, Dey P.
europepmc   +1 more source

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On the Theory of Synchronization of Dynamical Systems

Differential Equations, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Shchennikov, A. V., Shchennikov, V. N.
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Dynamic Systems Theory Approach to Consciousness

International Journal of Neuroscience, 2000
The review of the main existing approaches to consciousness in the literature indicates that consciousness is multileveled and that humans have an ability to experience a wide range of its various states. The common views of the main approaches to consciousness are identified and considered in a three-dimensional model of states of consciousness ...
A, Bielecki, A, Kokoszka, P, Holas
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Spectral Theory of Dynamical Systems

1987
In this chapter, we deal with dynamical systems to which we apply the foregoing results. In particular, we give a spectral characterization of the differentmixing properties (weak, mild, strong). All the results are well-known, and we omit the classical proofs for which we refer to [61,93,111,139,145,151,193,197,200,241] or others.
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Dynamical systems theory for the Gardner equation

Physical Review E, 2014
The Gardner equation u(t) + auu(x) + bu(2)u(x)+μu(xxx) = 0 is a generic mathematical model for weakly nonlinear and weakly dispersive wave propagation when the effects of higher-order nonlinearity become significant. Using the so-called traveling wave ansatz u(x,t) = φ(ξ), ξ = x-vt (where v is the velocity of the wave) we convert the (1+1)-dimensional ...
Aparna, Saha, B, Talukdar, Supriya, Chatterjee   +2 more
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Theory of dynamic similarity in neuronal systems

Journal of Neurophysiology, 1988
1. The techniques of dynamic similarity from the engineering science of fluid mechanics are applied to neuronal systems to suggest how to scale down critical parameters (such as numbers of constituent cells and synapses, synaptic strengths, thresholds, etc.) from naturally occurring systems to computer models. 2.
R J, MacGregor, G, Tajchman
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The Theory of Dynamical Systems

1990
Our aim in this chapter is to expound those aspects of the theory of dynamical systems which shall be most relevant to our later investigations. Our approach will be discursive in that we shall try to paint a broad brush picture of the concepts and techniques of the modern qualitative geometric view of the theory of dynamical systems.
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On a Dynamic Theory of Quenched Random System

Communications in Theoretical Physics, 1983
A dynamical theory for quenched random system is developed in the framework of CTPGF. In steady states the results obtained coincide with Chose following from the quenched average of the free energy. The order parameter , a matrix in general, becomes an integral part of the second order connected CTPGF.
Zhao-bing SU, Lu YU, Guang-zhao ZHOU
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