Problems in bordering fields associated with partial stability and stabilization of nonlinear
dynamic systems, including partial stability and stabilization by part of coordinates of the …

In this paper, the problem of partial stabilization of nonlinear systems along a given
trajectory is considered. This problem is treated within the framework of stability of a family of …

The paper deals with the extremum seeking problem for a class of cost functions depending
only on a part of state variables of a control system. This problem is related to the concept of …

(X, d) d บ ธ ธ (X, d) น (Y, dy)(Z, dz) ธ X= Y ื Z ธ บ บ x∈ X x=(yT, zT) T ธ y∈ Y ธ z∈ Z บ dd (x1,
x2)==(dy (y1, y2) p+ dz (z1, z2) p) 1/p x1=(yT 1, zT 1) T ธ x2=(yT 2, zT 2) T∈ X ธ 1≤ …

This paper addresses the problem of stabilizing a part of variables for control systems
described by stochastic differential equations of the Itô type. The considered problem is …

This paper is devoted to analyzing the observer convergence rate for a class of linear control
systems in a Hilbert space. To characterize the polynomial stability of the observer error …

We consider a mathematical model of an orbiting satellite, comprising a rigid carrier body
and a flexible boom, operating under the influence of gravity gradient torque. This model is …

Infinite-dimensional control systems with outputs are considered in the Hamiltonian
formulation with generalized coordinates. An explicit scheme for constructing a dynamic …

This paper focuses on the problem of constructing time-varying feedback laws that
asymptotically stabilize a given part of the state variables for nonlinear control-affine …

The paper is focused on the stabilization problem for the following system of differential
equations {partial_derivative}{sup 2}(t)= v, t {>=} 0,({partial_derivative}{sup 2}{omega}{sub …