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双语推荐:小波Leaders

海杂的奇异谱分析不仅能从理论上揭示海洋表面的动力学机理,同时也是对海探测雷达的关键技术之一.本文提出基于小波leaders的海杂时变奇异谱分析方法,将时间信息引入海杂的奇异谱分析之中,从而实现动态的解析描述海杂随时间变化的奇异谱特性.在理论上,通过信号自身加窗,将时间信息引入传统的奇异谱(或称多重分形谱),实现了对海杂时变奇异谱分布分析;在算法上,充分利用了小波leaders技术对于多种奇异性的提取能力(包括chirp奇异性和cusp奇异性),通过对时变奇异性指数和时变尺度函数的Legendre变换,实现对海杂时变奇异谱分布的计算;在应用部分,采用经典的多重分形模型——随机小波序列(RWC)以及三级海态条件下连续多普勒体制雷达海杂进行仿真分析,实验结果表明:1)基于小波leaders的奇异谱分布能跟踪海杂的时变尺度特性,有效展示其时变奇异性谱分布;2)算法具有较好的负矩特性和统计收敛性.该方法能为复杂非线性系统及随机多重分形信号分析提供参考.
Singularity spectrum analysis of sea clutter is the key technology of detecting radar for sea target, which can discover the dynamic mechanism of the sea surface theoretically. In this paper, based on wavelet leaders the time-varying singularity spectrum distribution of sea clutters is proposed, which introduces time information to the traditional singularity spectrum, and displays the time-varying characteristic of singularity spectrum analytically. In theory, by way of self-windowed fractal signal, we introduce the time information to the traditional singularity spectrum, and realize multifractal spectrum distribution of sea clutters. In algorithm, based on the wavelet leaders, we adapt the process of embodying chirp-type and cusp-type singularities, and obtain the time-varying singularity spectrum distribution of sea clutters by the Legendre transform of the time-varying scaling function. In practice, we analyze the classical multifractal model-random wavelet series and the real sea

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研究了具有动态Leader的时延多智能体系统的路径跟踪样本控制.假设由n个智能体个体和一个Leader组成的多智能体系统是一个有向加权网络,其中Leader作为有向网络的全局可达节点.本文应用Hermi-t Biehler定理研究了具有动态Leader的时延多智能体系统的样本控制,通过对时滞闭环系统分析得到了基于采样数据的时延多智能体系统的路径跟踪的充要条件.最后仿真验证了结论的有效性.
Sampling control of the trajectory following of delayed multi-agent systems with dynamic leader is studied .Sup-pose multi-agent system is composed of n agents and one leader with a static weighted interconnection topology graph where leader is a globally reachable node .By applying the Hermit-Biehler theorem ,the sampling control of delayed multi-agent systems with dy-namic leader is researched ,a sufficient and necessary condition is presented for the he trajectory following of delayed multi-agent systems with sampling-data .Finally ,the effectiveness of the results is validated by computer simulation .

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研究了leader 有控制输入且followers 未知该输入条件下的线性多智能体一致性跟踪问题。提出两种一致性跟踪算法,证明两种算法在leader 到followers 存在一棵有向生成树且follower 间拓扑是有向条件下,网络就能跟踪leader 的状态。对于第一种算法,节点根据相邻节点或leader 的状态来求解其控制输入,并基于代数Riccati 不等式给出连续情形下算法稳定性条件。第二种算法直接利用相邻节点或leader的状态,使followers 在上述网络条件下跟踪leader 的状态,同样基于代数Riccati 不等式给出算法稳定性条件。仿真结果验证了算法的有效性。
This paper considers consensus tracking of multi-agent systems with general linear dynamics and a leader whose control input is nonzero and unavailable to any follower. Two tracking algorithms are designed for each follower. We prove that the followers can track the leader using both algorithms if the interaction graph among them is directed and there ex-ists a directed path from the leader to each follower. For the first algorithm, each follower calculates the neighbors0 control inputs based on their states, then the stability condition is given based on the algebra Riccati inequality. The second algorithm utilizes neighbors0 states directly and the followers can track the leader with the aforementioned topology based on the algebra Riccati inequality. Simulations indicate the capabilities of the algorithms.

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在Leader-follower框架下的多机器鱼系统队形控制中,针对Leader和Follower相对独立及落后机器鱼离队等问题,在传统的Leader -follower队形控制算法中引入模糊反馈控制器进行反馈调节,使得领航机器鱼Leader能定时检查Follower的位置,将多机器鱼系统的队形控制问题转化为具有反馈调节的Follower跟踪Leader的位置和方向的问题,以增强多机器鱼队形控制的稳定性,更好地协同作业完成任务。仿真试验验证了所提出的方法能较好地实现多机器鱼系统的队形控制。
In the formation control of multi-robot fish under the leader-follower framework, the fuzzy feedback con-troller was introduced to traditional leader-follower formation control algorithm in efforts to cope with the relative in-dependence of the leader and followers , as well as the desertion of the laggard robot fishes .The goal was to ensure that the pilot robotic fish could check the position of followers regularly .In order to enhance the stability of the for-mation control of multi-robot fish and complete the task of collaborative operation , the formation control problem of multi-robot fish system was transformed into the problem of followers ’ tracking the position and orientation of the leader with the addition of the feedback regulation .Simulations verify that the proposed method can better realize the formation control of the robotic fish system .
主要研究了 leader-following多智能体网络的分布式编队问题。假设多智能体网络中的每个 follo-wer不能实时得到leader的信息,针对每个 follower 设计相应的分布式观测器。考虑了无时延的切换拓扑多智能体网络和存在时变时延的固定网络两种情况。利用 Lyapunov 稳定定理,给出了系统稳定和控制协议有效的充分条件。最后,给出了数字仿真结果以验证所设计协议的有效性,即 followers 形成所要求的编队并且与 leader达到速度一致。
This paper investigates the distributed formation control of leader-following multi-agent network. Supposing each follower can not get the real-time information of the virtual leader,the distributed observer is designed for each follower.The paper considers both the condition of switching topologies without time delay and fixed topologies with time-varying communication delay.By using the Lyapunov stability theory, the sufficient conditions of system’ s stability and the designed protocols’ effectiveness are given.Finally, the numerical simulation results are presented to illustrate the effectiveness of the designed protocols, namely,the followers form the designed formation and reach velocity consensus with the virtual leader.

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编队和避障控制是机器人路径规划设计中的典型问题,文中提出了将leader-following法和人工势场法相结合的方法,来更好地完成多机器人在未知环境下的编队和避障控制。之前的研究只将leader-following算法用于多机器人的编队控制,而文中提出此方法也可以用于多机器人系统的避障控制。基于leader-following法,多机器人能自动编队并保持队形;而结合人工势场法,多机器人可以保持队形行进,在遇到障碍物的情况下变换队形避障,在避障后恢复原队形,最终到达目标。通过仿真实验证明,该算法实现了多机器人在未知环境下的自动编队和避障,从而证明了leader-following算法可以用于机器人的避障控制。
Formation and obstacle avoidance control is a typical problem in the design of path planning of robots. Combining the leader-following method with the artificial potential field method,realize the formation and obstacle avoidance control of multiple mobile robots in an unknown environment. In the previous study,the leader-following method is used only for multiple robots formation control,but this method presented can also be used for obstacle avoidance control of multiple robots system. Through leader-following method,multi-robot system can automatically formation and keep the formation;with the artificial potential field method,multi-robot system can avoid obstacles and keep formation in the unknown environment. The simulation results show that the proposed method is effective.

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社交网络社区Leader选举,即识别社区内影响力最大用户,是社交网络结构分析重要任务之一,在识别意见领袖、增进社区融合等方面具有重要的理论和应用研究价值。传统的社区 Leader 选举技术如 UserRank和PeopleRank,主要基于社交网络链接分析实现,忽略了用户本身属性的相似度度量。因此得到的社区Leader不能有效保证其社区代表性。本文提出了一种新的用户关系建模方法,将传统的链接分析和用户属性相似度度量融合,有效识别具有代表性的高影响力用户。实验结果表明,提出的方法不仅可以选举出社区内部具有代表性的高影响力Leader用户,还可以通过社区Leader选举使得社区内其他用户的查询效率得到有效提高。
The election of community leader, which is used to select the high-impact user in the social community, is one of the important structural analysis based tasks in social network. It has important theoretical and practical value in both identifying opinion leaders and promoting community integration. However, most of the proposed approaches such as UserRank and PageRank, neg-lecting the important attributes similarity between different users, are implemented based on the linking analysis in social network. In this paper, a new user relationship model is proposed by efficiently combining the traditional linking analysis based on graph structure and similarity metric based on user attributes. Experimental results demonstrate that the high-impact user in the social community can be selected and in turn be used to improve other users'' query efficiency.

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This article investigates the consensus problem of the second-order multi-agent systems with an active leader and coupling time delay in direct graph. One decentralized state control rule is constructed for each agent to track the active leader and it is proved that the proposed control scheme enables the consensus to be obtained when the adjacency topology is fixed/switched. Simulation results show effectiveness of the proposed theoretical analysis.
This article investigates the consensus problem of the second-order multi-agent systems with an active leader and coupling time delay in direct graph. One decentralized state control rule is constructed for each agent to track the active leader and it is proved that the proposed control scheme enables the consensus to be obtained when the adjacency topology is fixed/switched. Simulation results show effectiveness of the proposed theoretical analysis.

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针对分布式应用中资源共享的一致性问题,分析了Paxos算法中3种角色的特点,提出了一种基于该算法的外部分布式锁服务系统,该系统定义了8种锁原语基本操作,利用Fast-Leader-Election算法选举Leader节点,设计了数据初始化、数据写同步算法。实验结果表明该系统具有分布式锁服务的容错性,在高并发下具有高可用性及数据一致性。
Aiming at the consensus problem of resources sharing in distributed applications,this paper analyzes the characteristics of three kinds of roles in Paxos algorithm,and proposes an external distributed lock service system based on this algorithm. This system defines eight kinds of locking primitive basic op-erations,elects Leader nodes by Fast - Leader - Election algorithm,and designs data initialization,data- write synchronization algorithm. Test results show that this proposed system has fault tolerance of dis-tributed lock service,and has high availability and data consistency under high concurrency.

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欧盟农村发展计划及其农村发展行动联合计划(Leader 计划),有效促进了欧盟农村创新体系各主体之间的合作,推动了农村社会化创新,是欧盟推动农村发展的一种创新性政策实践。通过对欧盟 Leader 计划、欧盟农村发展计划及推动农村社会创新的政策措施等进行研究分析,提出了推动我国农村社会化创新的建议:充分发挥农民的主观能动性,推进农村社会创新;利用经济刺激手段,提高农产品质量;实施生态补偿,引导农民保护环境;建立公私合作伙伴机制,促进农村社会化创新。
The EU Rural Development Programme and the LEADER Program effectively promoted the cooperation among all the main players of rural innovation systems, and accelerated the rural social innovation, which is an innovation practice of EU to drive its rural development. This paper studies the Leader Program and the Rural Development Programs of EU, and proposes some ideas for promoting Chinese rural social innovation:fully unleash farmers’ initiatives to promote rural social innovation; use economic incentives to improve agricultural quality; give ecological compensation to encourage farmers to protect the environment; develop public-private partnership to promote rural social innovation.

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