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·220 智能系统学报 第12卷 [4]JI Zhijian,LIN Hai,YU Haisheng.Leaders in multi-agent [13]DEGROOT M H.Reaching a Consensus[J].Journal of the controllability under consensus algorithm and tree topology American statistical association,1974,69 (345):118- [J].Systems control letters,2012,61(9):918-925. 121. [5]JI Zhijian,WANG Zidong,LIN Hai,et al.Interconnection [14]CHATTERJEE S,SENETA E.Towards consensus:some topologies for multi-agent coordination under leader-follower convergence theorems on repeated averaging[].Journal of framework[J].Automatica,2009,45(12):2857-2863. applied probability,1977,14(1):89-97. [6]晁永翠,纪志坚,王耀威,等.复杂网络在路形拓扑结 [15]VICSEK T,CZIR6K A,BEN-JACOB E,et al.Novel type 构下可控的充要条件[J].智能系统学报,2015,10(4): of phase transition in a system of self-driven particles[J]. 577-582. Physical review letters,1995,75(6):1226-1229 CHAO Yongcui,JI Zhijian,WANG Yaowei,et al.Necessa- [16]OLFATI-SABER R,MURRAY R M.Consensus problems ry and sufficient conditions for the controllability of complex in networks of agents with switching topology and time-de- networks with path topology[].CAAI transactions on intel- lays[J].IEEE transactions on automatic control,2004,49 1 igent systems,2015,10(4):577-582. (9):1520-1533. [7]董洁,纪志坚,王晓晓.多智能体网络系统的能控性代 [17]REN Wei,BEARD R W,MCLAIN T W.Coordination 数条件[J].智能系统学报,2015,10(5):747-754. variables and consensus building in multiple vehicle sys- DONG Jie,JI Zhijian,WANG Xiaoxiao.Algebraic conditions tems[M]//KUMAR V,LEONARD N,MORSE A S.Co- for the controllability of multi-agent systems[J].CAAI trans- operative Control.Berlin Heidelberg:Springer,2005:171 actions on intelligent systems,2015,10(5):747-754. -188. [8]王晓晓,纪志坚.广播信号下非一致多智能体系统的能 [18]FIEDLER M.Algebraic connectivity of graphs[J].Czecho- 控性[J].智能系统学报,2014,9(4):401-406. slovak mathematical journal,1973,23(2):298-305. WANG Xiaoxiao,JI Zhijian.Controllability of non-identical [19]ZAMANI M,LIN Hai.Structural controllability of multi-a- multi-agent systems under a broadcasting control signal[]. gent systems[C]//Proceedings of 2009 American Control CAAI transactions on intelligent systems,2014,9(4):401- Conference.St.Louis.USA,2009:5743-5748. 406. [20]LIN C T.Structural controllability [J].IEEE transactions [9]SABATTINI L,SECCHI C,FANTUZZI C.Controllability on automatic control,1974,19(3):201-208. and observability preservation for networked systems with [21]EGERSTEDT M,MARTINI S,CAO Ming,et al.Interac- time varying topologies[C]//Proceedings of the 19th World ting with networks:how does structure relate to controlla- Congress on the International Federation of Automatic Con- bility in single-leader,consensus networks[J].IEEE con- trol.Cape Town,South Africa,2004:1837-1842. trol systems,2012,32(4):66-73. [10]SABATTINI L,CHOPRA N,SECCHI C.On decentralized 作者简介: connectivity maintenance for mobile robotic systems[C]// 王康,男,1992年生,硕士研究 Proceedings of the 2011 50th IEEE Conference on Decision 生,主要研究方向为多智能体系统的 and Control and European Control Conference.Orlando, 能控性。 USA.2011:988-993. [11]SABATTINI L,CHOPRA N,SECCHI C.Distributed con- trol of multi-robot systems with global connectivity mainte- 纪志坚,男,1973年生,教授,博士生 nance[C]//Proceedings of 2011 IEEE/RSJ International 导师,博士,主要研究方向为群体系统动 Conference on Intelligent Robots and Systems.San Francis- 力学与协调控制、复杂网络、切换动力系 c0,CA,2011:2321-2326. 统的分析与控制、系统生物以及基于网 [12]SABATTINI L,SECCHI C.COCETTI M,et al.Imple- 络的控制系统。主持国家自然科学基金 mentation of coordinated complex dynamic behaviors in multirobot systems[J].IEEE transactions on robotics, 项目3项先后参与多项国家自然科学基 2015,31(4):1018-1032. 金及“973”和“863”项目的研究。发表学术论文70余篇,其 中被SCI检索23篇,EI检索50余篇。项目 3 项先后参与多项国家自然科学基 [4]JI Zhijian, LIN Hai, YU Haisheng. Leaders in multi⁃agent controllability under consensus algorithm and tree topology [J]. Systems & control letters, 2012, 61(9): 918-925. [5]JI Zhijian, WANG Zidong, LIN Hai, et al. Interconnection topologies for multi⁃agent coordination under leader⁃follower framework[J]. Automatica, 2009, 45(12): 2857-2863. [6]晁永翠, 纪志坚, 王耀威, 等. 复杂网络在路形拓扑结 构下可控的充要条件[J]. 智能系统学报, 2015, 10(4): 577-582. CHAO Yongcui, JI Zhijian, WANG Yaowei, et al. Necessa⁃ ry and sufficient conditions for the controllability of complex networks with path topology[J]. CAAI transactions on intel⁃ ligent systems, 2015, 10(4): 577-582. [7]董洁, 纪志坚, 王晓晓. 多智能体网络系统的能控性代 数条件[J]. 智能系统学报, 2015, 10(5): 747-754. DONG Jie, JI Zhijian, WANG Xiaoxiao. Algebraic conditions for the controllability of multi⁃agent systems[J]. CAAI trans⁃ actions on intelligent systems, 2015, 10(5): 747-754. [8]王晓晓, 纪志坚. 广播信号下非一致多智能体系统的能 控性[J]. 智能系统学报, 2014, 9(4): 401-406. WANG Xiaoxiao, JI Zhijian. Controllability of non⁃identical multi⁃agent systems under a broadcasting control signal [ J]. CAAI transactions on intelligent systems, 2014, 9(4): 401- 406. [9] SABATTINI L, SECCHI C, FANTUZZI C. Controllability and observability preservation for networked systems with time varying topologies[C] / / Proceedings of the 19th World Congress on the International Federation of Automatic Con⁃ trol. Cape Town, South Africa, 2004: 1837-1842. [10]SABATTINI L, CHOPRA N, SECCHI C. On decentralized connectivity maintenance for mobile robotic systems[C] / / Proceedings of the 2011 50th IEEE Conference on Decision and Control and European Control Conference. Orlando, USA, 2011: 988-993. [11]SABATTINI L, CHOPRA N, SECCHI C. Distributed con⁃ trol of multi⁃robot systems with global connectivity mainte⁃ nance[ C] / / Proceedings of 2011 IEEE/ RSJ International Conference on Intelligent Robots and Systems. San Francis⁃ co, CA, 2011: 2321-2326. [ 12] SABATTINI L, SECCHI C, COCETTI M, et al. Imple⁃ mentation of coordinated complex dynamic behaviors in 2015, 31(4): 1018-1032. [13]DEGROOT M H. Reaching a Consensus[J]. Journal of the American statistical association, 1974, 69 ( 345): 118 - 121. [14] CHATTERJEE S, SENETA E. Towards consensus: some convergence theorems on repeated averaging[J]. Journal of applied probability, 1977, 14(1): 89-97. [15]VICSEK T, CZIRóK A, BEN⁃JACOB E, et al. Novel type of phase transition in a system of self⁃driven particles[ J]. Physical review letters, 1995, 75(6): 1226-1229. [16]OLFATI⁃SABER R, MURRAY R M. Consensus problems in networks of agents with switching topology and time⁃de⁃ lays[J]. IEEE transactions on automatic control, 2004, 49 (9): 1520-1533. [17] REN Wei, BEARD R W, MCLAIN T W. Coordination variables and consensus building in multiple vehicle sys⁃ tems[M] / / KUMAR V, LEONARD N, MORSE A S. Co⁃ operative Control. Berlin Heidelberg: Springer, 2005: 171 -188. [18]FIEDLER M. Algebraic connectivity of graphs[J]. Czecho⁃ slovak mathematical journal, 1973, 23(2): 298-305. [19]ZAMANI M, LIN Hai. Structural controllability of multi⁃a⁃ gent systems[C] / / Proceedings of 2009 American Control Conference. St. Louis, USA, 2009: 5743-5748. [20] LIN C T. Structural controllability[ J]. IEEE transactions on automatic control, 1974, 19(3): 201-208. [21]EGERSTEDT M, MARTINI S, CAO Ming, et al. Interac⁃ ting with networks: how does structure relate to controlla⁃ bility in single⁃leader, consensus networks[J]. IEEE con⁃ trol systems, 2012, 32(4): 66-73. 作者简介: 王康, 男, 1992 年 生, 硕 士 研 究 生,主要研究方向为多智能体系统的 能控性。 纪志坚,男,1973 年生,教授,博士生 导师,博士,主要研究方向为群体系统动 力学与协调控制、复杂网络、切换动力系 统的分析与控制、系统生物以及基于网 multirobot systems [ J ]. IEEE transactions on robotics 络的控制系统。 主持国家自然科学基金 , 220· 金及“973”和“863”项目的研究。 发表学术论文 70 余篇,其 中被 SCI 检索 23 篇,EI 检索 50 余篇。 · 智 能 系 统 学 报 第 12 卷
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