Singular chain spaces for linear relations in play a fundamental role the decomposition of finite dimensional spaces. In this paper singular chains and are discussed detail not necessarily This leads to an identity that characterizes space terms root The so-called proper eigenvalues relation important case. Сингулярні ланцюгові простори для лінійних відношень у просторах грають Фундаме...

The main contribution of this paper is a new method for sliding surface sector design to reduce the chattering. A new approach enables a systematic design based on the key idea that the Tensor Product (TP) model transformation is capable of decomposing sectors, furthermore it can define a High Order Singular Value Decomposition (HOSVD)-based canonical sector system. It is partially combination ...

This paper presents a procedure for the identification of two types of a continuous-time linear system interconnected by direct and feedback memoryless nonlinearities. The first case is the continuous time Hammesrstein system and the second is a specific case of the continuous time Wiener system. The direct and feedback nonlinear elements, described by bounded unknown functions, are expressed a...