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Control of Motion along a Specified Curve and Inverse Problem of Dynamics in state space. The conditions of motion stability along a specified curve in coordinate space
Perfect fluid dynamics with observational constraint in the framework of f(T) gravity cosmological parameters, including the Hubble parameter H. Parameter constraints were applied using the R2 test
Numerical solution of constrained mechanical system motions equations and inverse problems of dynamics and those of constraint perturbations are found. The stability of the programmed manifold for numerical
On equations of the kinematics and dynamics of constrained mechanical systems the equations of program constraints and of constraint perturbations. Stability of the program manifold
The maximum principle in optimal control problems with phase constraints. Nondegeneracy and stability hypothesis. The last theorem contains a stability property of the multipliers with respect to perturbations F
Research of Stability of Integral Variety for Perturbation of Constraints with Constant Coefficients of stabilization of communications is under construction and to provide demanded accuracy of the numerical decision
Stability of Minkowski space in ghost-free massive gravity theory the initial value constraints for spherically symmetric deformations of flat space. It turns out
Simulation of the dynamics of the “Horse - rider” system modelingobtained using the methods of constraint stabilization and inverse problems of dynamics are presented.
Assessment Criteria of Optimal Solutions for Creation of Rods With Piecewise Constant Cross-Sections With Stability Constraints or Constraints for Value of the First Natural Frequency Part 2: Numerical Examples, the criteria were created for rods with rectangular and I-beam cross-section with stability constraints
Assessment Criteria of Optimal Solutions for Creation of Rods With Piecewise Constant Cross-Sections With Stability Constraints or Constraints for Value of the First Natural Frequency Part 1: Theoretical Foundations, the criteria were created for rods with rectangular and I-beam cross-section with stability constraints
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