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Symbolic-Numerical Modeling of the Propagation of Adiabatic Waveguide Mode in a Smooth Waveguide TransitionIn this work, the model of adiabatic waveguide modes is studied by means of computer algebra
Limit cycles in a mathematical model of three interacting speciesThe paper presents a mathematical model for describing the dynamics of populations of three
Predictive coupled control of the road train longitudinal and lateral motion on a curved path the road train longitudinal and lateral dynamics using an implicit nonlinear model in continuous time
To Geometric Aspects of Infinite-Dimensional Dynamical SystemsThe main goal of the work is to construct analogues of Christoffel symbols for infinite
Linguo-philosophic substance of a symbolThe article considers a symbol as one of such means, as a linguophilosophic category that serves
Signs-Based vs. Symbolic ModelsSigns-Based vs. Symbolic Models
Tatar SUFI poetry of the XVI-XIX centuries: Peculiarities, world models and symbolics meanings of Sufi symbols are revealed at the material of poetic pieces; intratextual connections, existing
Symbolic-Numeric Study of Geometric Properties of Adiabatic Waveguide Modes was obtained using the model of adiabatic waveguide modes. Highly analytical solution procedure makes
DESIGN AND STABILITY ANALYSIS OF NONDETERMINISTIC MULTIDIMENSIONAL POPULATIONS DYNAMICS MODELSThe multidimensional models of the population dynamics are considered in the paper. Thesemodels
The dynamic models of geomorphological systems : the qualitative theory of dynamic systems application on the qualitative theory of dynamic systems. The following models are discussed: first, dynamic models of shore
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