https://pangyd.com/tags/%E4%BC%98%E5%8C%96%E4%B8%8E%E6%8E%A7%E5%88%B6/Recent content in 优化与控制 on 庞玉栋个人博客Hugozh-cnWed, 23 Sep 2026 16:01:29 +0800https://pangyd.com/post/radar-2442/Wed, 23 Sep 2026 16:01:29 +0800https://pangyd.com/post/radar-2442/<blockquote> <p><strong>原文</strong>：<a href="https://arxiv.org/abs/2609.27499v1">Distributed Stochastic Approximation Algorithms and Heavy-Tailed Age of Information</a></p> <p><strong>作者</strong>：Adrian Redder, Arunselvan Ramaswamy, Holger Karl</p> <p><strong>来源</strong>：arXiv cs.DC（分布式并行）</p> </blockquote> <h2 id="正文">正文</h2> <p>Mathematics &gt; Optimization and Control</p> <p>arXiv:2609.27499v1 (math)</p> <p>[Submitted on 23 Sep 2026]</p> <p>Title:Distributed Stochastic Approximation Algorithms and Heavy-Tailed Age of Information</p> <p>Authors:Adrian Redder, Arunselvan Ramaswamy, Holger Karl</p> <p>View a PDF of the paper titled Distributed Stochastic Approximation Algorithms and Heavy-Tailed Age of Information, by Adrian Redder and 2 other authors</p> <p>View PDF</p>https://pangyd.com/post/radar-1360/Sat, 19 Sep 2026 09:17:56 +0800https://pangyd.com/post/radar-1360/<blockquote> <p><strong>原文</strong>：<a href="https://arxiv.org/abs/2609.22678v1">Riemannian Density-Driven Optimal Control: Tangent-Space LQR for Second-Order Multi-Agent Systems on Curved Manifolds</a></p> <p><strong>作者</strong>：Kooktae Lee, Ruchika Singh</p> <p><strong>来源</strong>：arXiv cs.RO（机器人）</p> </blockquote> <h2 id="正文">正文</h2> <p>Mathematics &gt; Optimization and Control</p> <p>arXiv:2609.22678v1 (math)</p> <p>[Submitted on 19 Sep 2026]</p> <p>Title:Riemannian Density-Driven Optimal Control: Tangent-Space LQR for Second-Order Multi-Agent Systems on Curved Manifolds</p> <p>Authors:Kooktae Lee, Ruchika Singh</p> <p>View a PDF of the paper titled Riemannian Density-Driven Optimal Control: Tangent-Space LQR for Second-Order Multi-Agent Systems on Curved Manifolds, by Kooktae Lee and Ruchika Singh</p>