正在加载图片...
440 工程科学学报,第42卷.第4期 [7]Shi W.Ling Q,Wu G.et al.Extra:An exact first-order algorithm for constrained convex optimizations via nonsmooth analysis for decentralized consensus optimization.SIAM J Optim,2015, approach.IEEE Trans Autom Control,2017,62(10):5227 25(2):944 [14]Yang S F,Liu Q S,Wang J.A multi-agent system with a [8]Nedic A.Olshevsky A,Shi W.Achieving geometric convergence proportional-integral protocol for distributed constrained for distributed optimization over time-varying graphs.SLAM/ optimization.IEEE Trans Autom Control,2017,62(7):3461 0pmim,2017,27(4):2597 [15]Deng Z H,Liang S,Hong Y G.Distributed continuous-time [9]Liu QS,Yang S F,Hong Y G.Constrained consensus algorithms algorithms for resource allocation problems over weight-balanced with fixed step size for distributed convex optimization over multi- digraphs.IEEE Trans Cybern,2018,48(11):3116 agent networks.IEEE Trans Autom Control,2017,62(8):4259 [16]Liang S.Zeng X L.Hong Y G.Distributed nonsmooth [10]Lei JL,Chen H F,Fang H T.Primal-dual algorithm for distributed optimization with coupled inequality constraints via modified constrained optimization.Syst Conrol Len,016,9:110 Lagrangian function.IEEE Trans Autom Control,2018,63(6): [11]Liang S,Wang L Y,Yin G.Exponential convergence of 1753 distributed primal-dual convex optimization algorithm without [17]Hiriart-Urruty J B,Lemarechal C.Comvex Analysis and strong convexity.Automatica,2019,105:298 Minimization Algorithms I:Fundamentals.Springer Science& [12]Gharesifard B,Cortes J.Distributed continuous-time convex Business Media,2013 optimization on weight-balanced digraphs.IEEE Trans Autom [18]Nesterov Y.Lectures on Convex Optimization.Springer,2018 Control,.2014,59(3):781 [19]Godsil C,Royle G F.Algebraic Graph Theory.Springer Science [13]Zeng X L,Yi P,Hong Y G.Distributed continuous-time algorithm Business Media,2013Shi W, Ling Q, Wu G, et al. Extra: An exact first-order algorithm for  decentralized  consensus  optimization. SIAM J Optim,  2015, 25(2): 944 [7] Nedic A, Olshevsky A, Shi W. Achieving geometric convergence for  distributed  optimization  over  time-varying  graphs. SIAM J Optim, 2017, 27(4): 2597 [8] Liu Q S, Yang S F, Hong Y G. Constrained consensus algorithms with fixed step size for distributed convex optimization over multi￾agent networks. IEEE Trans Autom Control, 2017, 62(8): 4259 [9] Lei J L, Chen H F, Fang H T. Primal-dual algorithm for distributed constrained optimization. Syst Control Lett, 2016, 96: 110 [10] Liang  S,  Wang  L  Y,  Yin  G.  Exponential  convergence  of distributed  primal-dual  convex  optimization  algorithm  without strong convexity. Automatica, 2019, 105: 298 [11] Gharesifard  B,  Cortes  J.  Distributed  continuous-time  convex optimization  on  weight-balanced  digraphs. IEEE Trans Autom Control, 2014, 59(3): 781 [12] [13] Zeng X L, Yi P, Hong Y G. Distributed continuous-time algorithm for  constrained  convex  optimizations via nonsmooth  analysis approach. IEEE Trans Autom Control, 2017, 62(10): 5227 Yang  S  F,  Liu  Q  S,  Wang  J.  A  multi-agent  system  with  a proportional-integral  protocol  for  distributed  constrained optimization. IEEE Trans Autom Control, 2017, 62(7): 3461 [14] Deng  Z  H,  Liang  S,  Hong  Y  G.  Distributed  continuous-time algorithms for resource allocation problems over weight-balanced digraphs. IEEE Trans Cybern, 2018, 48(11): 3116 [15] Liang  S,  Zeng  X  L,  Hong  Y  G.  Distributed  nonsmooth optimization  with  coupled  inequality  constraints via modified Lagrangian  function. IEEE Trans Autom Control,  2018,  63(6): 1753 [16] Hiriart-Urruty  J  B,  Lemaréchal  C. Convex Analysis and Minimization Algorithms I: Fundamentals.  Springer  Science  & Business Media, 2013 [17] [18] Nesterov Y. Lectures on Convex Optimization. Springer, 2018 Godsil C, Royle G F. Algebraic Graph Theory. Springer Science & Business Media, 2013 [19] · 440 · 工程科学学报,第 42 卷,第 4 期
<<向上翻页
©2008-现在 cucdc.com 高等教育资讯网 版权所有