Dynamic Systems Models

1. Linear Estimators of a Random Parameter Vector
Josif A. Boguslavskiy

2. Basis of the Method of Polynomial Approximation
Josif A. Boguslavskiy

3. Polynomial Approximation and Optimization of Control
Josif A. Boguslavskiy

4. Polynomial Approximation Technique Applied to Inverse Vector-Function
Josif A. Boguslavskiy

5. Identification of Parameters of Nonlinear Dynamic Systems; Smoothing, Filtration, Forecasting of State Vectors
Josif A. Boguslavskiy

6. Estimating Status Vectors from Sight Angles
Josif A. Boguslavskiy

7. Estimating the Parameters of Stochastic Models
Josif A. Boguslavskiy

8. Designing Motion Control to a Target Point of Phase Space
Josif A. Boguslavskiy

9. Inverse Problem of Dynamics: The Algorithm for Identifying the Parameters of an Aircraft
Josif A. Boguslavskiy

Nyckelord: Physics, Nonlinear Dynamics, Mathematical Modeling and Industrial Mathematics, Aerospace Technology and Astronautics, Signal, Image and Speech Processing, Quantitative Finance