Д. С. Кулябов
Д. С. Кулябов
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Tatyana Refatovna Velieva
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Essay on the study of the self-oscillating regime in the control system
Finslerian representation of the Maxwell equations
Parametric study of the control system in the TCP network
Software Package Development for the Active Traffic Management Module Self-oscillation Regime Investigation
Software Package For The Active Queue Management Module Model Verification
The Riemannian Geometry is not Sufficient for the Geometrization of the Maxwell's Equations
Implementing a Method for Stochastization of One-Step Processes in a Computer Algebra System
The Methodology of Studying of Active Traffic Management Module Self-oscillation Regime
The approach to investigation of the the regions of self-oscillations
The Criteria for the Study of Occurrence of Self-Oscillation Mode of Active Traffic Management Module
An Approach to Invistigate the Regions of Self-oscillations
About Linearization of Active Traffic Management Module Model
A Geometric Approach to the Lagrangian and Hamiltonian Formalism of Electrodynamics
Maxwell's Equations Instantaneous Hamiltonian
Modelica-based TCP simulation
Diagram Representation for the Operator Approach of One-Step Processes Stochastization
Hybrid Simulation Of Active Traffic Management
Diagram Representation for the Stochastization of Single-Step Processes
Stochastic Runge–Kutta Software Package for Stochastic Differential Equations
Designing Installations for Verification of the Model of Active Queue Management Discipline RED in the GNS3
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