This paper investigates the consensus problem of second-order multi-agent systems with switching topologies by designing a time-delayed impulsive consensus control scheme. All the agents are governed by the same nonlinear intrinsic dynamics. In this study, agents can cooperate or compete with each other, i.e., the elements in the weight matrix of the coupling graph can be either positive or negative. By establishing a comparison system, a new comparison principle method is successfully applied to study such consensus problem. Then, several effective sufficient conditions are attained without assuming that the interaction topology is strongly connected or contains a directed spanning tree. Meanwhile, the exponential consensus rate is also ob...
This article studies a consensus problem for a group of high-order dynamic agents with fixed and swi...
Without assuming that the mobile agents can communicate with their neighbors all the time, the conse...
This paper studies the consensus problem of first-order and second-order multi-agent systems with no...
In this paper, the consensus problem is investigated for a group of first-order agents in the cooper...
In this paper, a second-order consensus problem is investigated for the heterogeneous agents in the ...
This paper establishes some necessary and sufficient conditions for second-order consensus in multi-...
In this paper, the impulsive multiple-bipartite consensus problem is discussed for networked second-...
This paper considers the consensus problem for multi-agent systems with inherent nonlinear dynamics ...
This paper studies some necessary and sufficient conditions for second-order consensus in multi-agen...
This paper studied the consensus problem of the leader-following multiagent system. It is assumed th...
This article investigates the second-order consensus problem of multi-agent systems with inherent de...
Switching topologies This paper considers the consensus problem for multi-agent systems with inheren...
This paper studies the consensus of first-order discrete-time multi-agent systems with fixed and swi...
Because of the complexity of the environment, the dynamics of agents in the same system may be diffe...
The problem of second-order consensus is investigated in this paper for a class of multi-agent syste...
This article studies a consensus problem for a group of high-order dynamic agents with fixed and swi...
Without assuming that the mobile agents can communicate with their neighbors all the time, the conse...
This paper studies the consensus problem of first-order and second-order multi-agent systems with no...
In this paper, the consensus problem is investigated for a group of first-order agents in the cooper...
In this paper, a second-order consensus problem is investigated for the heterogeneous agents in the ...
This paper establishes some necessary and sufficient conditions for second-order consensus in multi-...
In this paper, the impulsive multiple-bipartite consensus problem is discussed for networked second-...
This paper considers the consensus problem for multi-agent systems with inherent nonlinear dynamics ...
This paper studies some necessary and sufficient conditions for second-order consensus in multi-agen...
This paper studied the consensus problem of the leader-following multiagent system. It is assumed th...
This article investigates the second-order consensus problem of multi-agent systems with inherent de...
Switching topologies This paper considers the consensus problem for multi-agent systems with inheren...
This paper studies the consensus of first-order discrete-time multi-agent systems with fixed and swi...
Because of the complexity of the environment, the dynamics of agents in the same system may be diffe...
The problem of second-order consensus is investigated in this paper for a class of multi-agent syste...
This article studies a consensus problem for a group of high-order dynamic agents with fixed and swi...
Without assuming that the mobile agents can communicate with their neighbors all the time, the conse...
This paper studies the consensus problem of first-order and second-order multi-agent systems with no...