Determining correlation between probability of stability and reliability at discrete systems [PDF]
The existence of correlation between probability of stability and reliability of discrete dynamical systems is proven in this paper. Calculated correlation coefficient shows very high level of correlation.
Zlatković Bojana M. +1 more
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A Turnpike Property of Trajectories of Dynamical Systems with a Lyapunov Function
In this paper, we study the structure of trajectories of discrete disperse dynamical systems with a Lyapunov function which are generated by set-valued mappings.
Alexander J. Zaslavski
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Another Case of Degenerated Discrete Chenciner Dynamic System and Economics
The non-degenerate Chenciner bifurcation of a discrete dynamical system is studied using a transformation of parameters which must be regular at the origin of the parameters (the condition CH.1 of the well-known treatise of Kuznetsov).
Sorin Lugojan +2 more
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Challenges with Respect to Control of Digital Displacement Hydraulic Units [PDF]
This paper investigates the many complications arising when controlling a digital displacement hydraulic machine with non-smooth dynamical behavior. The digital hydraulic machine has a modular construction with numerous independently controlled pressure ...
Niels Henrik Pedersen +2 more
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ALGEBRAIC STRUCTURES ON A SET OF DISCRETE DYNAMICAL SYSTEM AND A SET OF PROFILE
A discrete dynamical system is represented as a directed graph with graph nodes called states that can be seen on the dynamical map. This discrete dynamical system is symbolized by , where is a finite set of states and the function g is a function ...
Ananda Ayu Permatasari +2 more
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Rich Dynamics Caused by a Fractional Diffusion Operator in Nonchaotic Rulkov Maps
There are few works about Neimark–Sacker bifurcating analysis on discrete dynamical systems with linear diffusion and delayed coupling under periodic/Neumann-boundary conditions.
Huanqin Hu, Mingshu Peng, Yingfei Qi
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Completeness of Lyapunov Abstraction [PDF]
In this work, we continue our study on discrete abstractions of dynamical systems. To this end, we use a family of partitioning functions to generate an abstraction.
Rafael Wisniewski, Christoffer Sloth
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On discrete-time models of network worm propagation generated by quadratic operators
In this paper we consider the discrete-time dynamical systems generated by network worm propagation models based on the theory of quadratic stochastic operators(QSO).
Fatima Adilova +2 more
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On the predictability of discrete dynamical systems II [PDF]
Given a metrizable compact topological n n -manifold
openaire +2 more sources
Coherent Dynamics of Quantum Systems with Non-Uniform Fourier Space Excited by Laser Radiation
The algorithm is presented to solve dynamical equations for excitation of molecular models with multiple energy levels. It uses only discrete structures: discrete orthogonal polynomials constructed specially in Fourier space of the probability amplitudes,
Sary Banjak , Vadim Savva
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