This survey article addresses the class of continuous-time systems where a system modeled
by ordinary differential equations is coupled with a static or time-varying set-valued operator …

Thank you for opening the third edition of this monograph. The first edition [202] was
published in 1996 in the Lecture Notes in Control and Information Sciences series (vol. 220) …

The basic starting point of port-Hamiltonian systems theory is network modeling; considering
the overall physical system as the interconnection of simple subsystems, mutually …

This paper studies the input/output-to-state stability (IOSS) of impulsive switched systems.
With the help of Lyapunov and average dwell-time (ADT) methods, some sufficient …

In this paper, we consider the modeling and (robust) control of a DC-DC Boost converter. In
particular, we derive a mathematical model consisting of a constrained switched differential …

This paper investigates the controllability analysis and the control design for switched
Boolean networks (SBNs) with state and input constraints by using the semi-tensor product …

This paper deals with the impulsive stabilization problem for a class of linear singular
systems with time-delays. The stabilization is achieved by only exerting impulsive action on …

In this chapter, an electrical circuit with switches is modelled as a switched differential
algebraic equation (switched DAE), ie each mode is described by a DAE of the form Ex …

This survey aims at giving a comprehensive overview of the solution theory of linear
differential-algebraic equations (DAEs). For classical solutions a complete solution …

In this work, the problem of stability analysis for a class of singular hybrid switched and
impulsive system (HSIS) is addressed. Corresponding to each subsystem, a hybrid switched …