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most citedDecentralized Inexact Proximal Gradient Method With Network-Independent Stepsizes for Convex Composite Optimization

22 citations · 51 across the 10 of their papers we have counts for

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math.OC202312 cited

Fixed-Time Gradient Flows for Solving Constrained Optimization: A Unified Approach

Xinli Shi, Xiangping Xu, Guanghui Wen +1

The accelerated method in solving optimization problems has always been an absorbing topic. Based on the fixed-time (FxT) stability of nonlinear dynamical systems, we provide a uni…

math.OC2023

PID-inspired Continuous-time Distributed Optimization

Meng Tao, Dongdong Yue, Jinde Cao

This paper proposes two novel distributed continuous-time algorithms inspired by PID control to solve distributed optimization problems. The algorithms are referred to as first-ord…

math.OC2023

Multi/Single-stage structured zero-gradient-sum approach for prescribed-time optimization

Shuaiyu Zhou, Yiheng Wei, Jinde Cao +1

Prescribed-time convergence mechanism has become a prominent research focus in the current field of optimization and control due to its ability to precisely control the target comp…

math.OC202322 cited

Decentralized Inexact Proximal Gradient Method With Network-Independent Stepsizes for Convex Composite Optimization

Luyao Guo, Xinli Shi, Jinde Cao +1

This paper proposes a novel CTA (Combine-Then-Adapt)-based decentralized algorithm for solving convex composite optimization problems over undirected and connected networks. The lo…

math.OC2021

A RNNs-based Algorithm for Decentralized-partial-consensus Constrained Optimization

Zicong Xia, Yang Liu, Jianlong Qiu +2

This technical note proposes the decentralized-partial-consensus optimization with inequality constraints, and a continuous-time algorithm based on multiple interconnected recurren…