Reverse practical stabilization method for discrete linear systems
Journal Title: Дослідження в математиці і механіці - Year 2015, Vol 20, Issue 1
Abstract
In the article the question of practical stabilization of discrete control systems is considered. The concept of potentially weakly stable sets for discrete inclusions is introduced. The reverse stabilization method for discrete linear systems is presented.
Authors and Affiliations
O. V. Romanova, M. S. Tairova
Keywords
Related Articles
- EP ID EP417163
- DOI -
- Views 51
- Downloads 0
On an adaptive method of regulator parameters adjustment at discrete time points
We offer an adaptive method of regulator parameters correction at discrete points of time. The method is based on the following idea: we choose the parameters of the parametric regulator at discrete moments of time minim...
The general schema of averaging of systems of discrete equations with variable delay in the optimal control tasks
There is considered the optimal control problem for systems of discrete equations with variable delay about the state and control. The averaging method using to solve the problem. For the optimal control of averaging pro...
PRIME FACTORIZATION AND NORMAL NUMBERS
Research of the first author was supported in part by a grant from NSERC. Let 𝑞 > 2 be a fixed integer. Given an integer 𝑛 > 2 and writing its prime factorization as 𝑛 = 𝑝1𝑝2 ・ ・ ・ 𝑝𝑟 , where 𝑝1 6 𝑝2 6 ・ ・ ・ 6 𝑝𝑟 s...
About constant in Szego inequality for derivatives of conjugate trigonometric polynomials in L0.
We consider Szego inequality ˜ T(r) n 0 χ0 (n, r) ・ Tn 0 for derivatives of conjugate trigonometric polynomials in L0. We’ve found exact asymptotic by n estimation of constant χ0 (n, r) in it, improving estimates which...
Closure of crack connected with a slit in a plate under bending and tension – compression loads
The mixed problem of contact interaction of edges of through crack connected with narrow slit in a plate under membrane and bending loadings is considered in two-dimensional statement. The edges of slit are in no contact...