The main result of this paper is the derivation of a delay-dependent reciprocally convex lemma allowing a notable reduction of the conservatism of the resulting ...

Oct 2, 2019 ¡¤ This paper aims at providing less conservatism and computationally efficient stability conditions for linear systems subject to fast-varying delays.

Jan 18, 2016 ¡¤ This paper deals with the stability analysis of linear systems subject to fast-varying delays. The main result of this paper is the.

This chapter deals with the stability analysis of linear systems subject to fast-varying delays. The main result is the derivation of a delay-dependent ...

This paper proposes the relaxed mixed convex combination lemmas, in which the reciprocally convex combination lemma introduces delay square terms in the LKF ...

This work presents a generalized delay-dependent reciprocally convex inequality (GDDRCI) to analyze the stability problem of neural networks (NNs) with ...

This paper exposes a novel method to cope with the stabilization of networked control systems with asynchronous sampling and actuators saturations.

Abstract—This paper studies the stability problems of sys- tems with an interval time-varying delay. First, an improved reciprocally convex lemma is ...

The reciprocally convex combination lemma (RCCL) is an important technique to develop stability criteria for the systems with a time-varying delay.

Abstract—In this paper, the problem of stability analysis for linear continuous-time systems with constant discrete and distributed delays is investigated.