Examples of using Dynamical systems in English and their translations into Ukrainian
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To the problem of differentiation of pseudoinverse matrices/Thesis of International Conference«Dynamical systems modeling and investigation.
including dynamical systems, statistical models,
Research carried out in Ukraine plays an important role in the development of dynamical systems theory.
For instance, my own research mostly centres on pattern formation in dynamical systems, systems that change over time according to specific rules.
While dynamical systems in general do not have closed-form solutions, linear dynamical systems can be solved exactly,
beauty of results with the exceptional practical importance motivates a growing number of specialists to study into dynamical systems.
An evolutionary model of chaotic wave processes in complex dynamical systems on the basis of the matrix decomposition theory Reports of the National Academy of Sciences of Ukraine.
Nonlinear dynamical systems with two and three degrees of freedom with internal resonances were analyzed.
defined by complex continuous and discrete dynamical systems were constructed;
This has had a profound effect on the development not only of dynamical systems theory but also of the overall nonlinear dynamics.
In dynamical systems, the integral curves for a differential equation that governs a system are referred to as trajectories or orbits.
Due to troublesome situation in Ukraine the Organizing Committee decided to shift the conference“Dynamical Systems and Their Applications” to the next year.
computationalism is more conclusively characterized as a split between computationalism and dynamical systems.
topology and dynamical systems.
Destabilizing effect of random parametric perturbations of the white-noise type in some quasilinear continuous and discrete dynamical systems.
infinite-dimensional dynamical systems, modeling systems of various nature, neuroinformatics.
diffusion approximation schemes are discussed for dynamical systems with rapid Markov switchings.
that was specifically designed to measure causality in nonlinear dynamical systems.
such as dynamical systems, and the embodiment perspective.
information resources protection on the basis of the dynamical systems theory and oriented graphs of large girth.