Add to ORKGThe paper deals with the description of the bundle of viable trajectories for a differential inclusion with phase constraints. The graph of the right-hand side of the differential inclusion is assumed to be star-shaped and characterizes the reachable set multifunction in terms of set-valued solutions to an evolution equation of special type. The author thus characterizes an important class of nonlinear systems
This paper is devoted to the characterization of the tracking property connecting solutions to two d...
Properties of control systems described by differential inclusions are well established in the liter...
AbstractThe aim of this paper is to adapt the Viability Theorem from differential inclusions (govern...
AbstractThis paper deals with the description of the viable trajectories bundle to a differential in...
One of the problems that arises in the theory of evolution and control under uncertainty is to speci...
The paper deals with the problem of specifying the assembly of all solutions to a differential inclu...
AbstractThis paper is a study on functional differential inclusions with memory which represent the ...
The book is an almost self-contained presentation of the most important concepts and results in viab...
A brief introduction into the theory of differential inclusions, viability theory and selections of ...
Viability tubes and invariant tubes of a differential inclusion are defined and then used to build "...
The authors investigate a differential inclusion whose solutions have to remain in a given closed se...
This paper is a study on functional differential inclusions with memory which represent the multival...
summary:In the paper we study the topological structure of the solution set of a class of nonlinear ...
Differential inclusions with phase restrictions are considered in the paper aiming at the method dev...
The role played by the attainable set of a differential inclusion, in the study of dynamic control s...
This paper is devoted to the characterization of the tracking property connecting solutions to two d...
Properties of control systems described by differential inclusions are well established in the liter...
AbstractThe aim of this paper is to adapt the Viability Theorem from differential inclusions (govern...
AbstractThis paper deals with the description of the viable trajectories bundle to a differential in...
One of the problems that arises in the theory of evolution and control under uncertainty is to speci...
The paper deals with the problem of specifying the assembly of all solutions to a differential inclu...
AbstractThis paper is a study on functional differential inclusions with memory which represent the ...
The book is an almost self-contained presentation of the most important concepts and results in viab...
A brief introduction into the theory of differential inclusions, viability theory and selections of ...
Viability tubes and invariant tubes of a differential inclusion are defined and then used to build "...
The authors investigate a differential inclusion whose solutions have to remain in a given closed se...
This paper is a study on functional differential inclusions with memory which represent the multival...
summary:In the paper we study the topological structure of the solution set of a class of nonlinear ...
Differential inclusions with phase restrictions are considered in the paper aiming at the method dev...
The role played by the attainable set of a differential inclusion, in the study of dynamic control s...
This paper is devoted to the characterization of the tracking property connecting solutions to two d...
Properties of control systems described by differential inclusions are well established in the liter...
AbstractThe aim of this paper is to adapt the Viability Theorem from differential inclusions (govern...