论文分析 on Page of P0lyno3ialhttps://pikel72.github.io/review/Recent content in 论文分析 on Page of P0lyno3ialHugo -- 0.168.0zh-cnPaperMod ContributorsSun, 10 May 2026 21:59:03 +0800二维欧拉方程中 generic 小尺度生成https://pikel72.github.io/review/arxiv_2603.13079_2026-05-10_21-59-03/Sun, 10 May 2026 21:59:03 +0800https://pikel72.github.io/review/arxiv_2603.13079_2026-05-10_21-59-03/Thomas Alazard, Ayman Rimah SaidGlobal Small Solutions to an MHD-Type System: The Three-Dimensional Casehttps://pikel72.github.io/review/arxiv_lin2014_mhd_3d_2026-04-30_02-50-12/Thu, 30 Apr 2026 02:50:12 +0800https://pikel72.github.io/review/arxiv_lin2014_mhd_3d_2026-04-30_02-50-12/Fanghua Lin, Ping Zhang, 本文已发表于 Communications on Pure and Applied Mathematics单个涡环的全局动力学https://pikel72.github.io/review/arxiv_2603.13079_2026-05-10_21-46-03/Thu, 02 Apr 2026 04:04:30 +0800https://pikel72.github.io/review/arxiv_2603.13079_2026-05-10_21-46-03/Thomas Alazard, Ayman Rimah Said半平面中点涡的粘性演化https://pikel72.github.io/review/arxiv_2603.21796_2026-03-26_13-11-47/Thu, 26 Mar 2026 13:11:47 +0800https://pikel72.github.io/review/arxiv_2603.21796_2026-03-26_13-11-47/Anne-Laure Dalibard, Thierry Gallay单个涡环的全局动力学https://pikel72.github.io/review/arxiv_2602.20131v1_2026-03-25_09-07-23/Wed, 25 Mar 2026 09:07:23 +0800https://pikel72.github.io/review/arxiv_2602.20131v1_2026-03-25_09-07-23/Dengjun Guo, In-Jee Jeong, Lifeng Zhao半平面上欧拉方程的最大双指数增长https://pikel72.github.io/review/2026-02-17-2507-04198/Tue, 17 Feb 2026 09:17:45 +0800https://pikel72.github.io/review/2026-02-17-2507-04198/Andrej Zlatos, 本文已发表于 Inventiones mathematicae光滑区域上欧拉斑块方程的全局正则性与小尺度快速生成https://pikel72.github.io/review/2026-02-15-1806-07744/Sun, 15 Feb 2026 00:22:09 +0800https://pikel72.github.io/review/2026-02-15-1806-07744/Alexander Kiselev, Chao Li, 本文已发表于 Communications in Partial Differential Equations二维欧拉方程涡片解的存在性与正则性https://pikel72.github.io/review/2026-02-14-2211-07808/Sat, 14 Feb 2026 21:40:18 +0800https://pikel72.github.io/review/2026-02-14-2211-07808/Razvan-Octavian Radu, 本文已发表于 Indiana University Mathematics Journal改进的SQG贴片方程的有限时间奇点形成https://pikel72.github.io/review/2026-02-13-1508-07613v1/Fri, 13 Feb 2026 23:53:51 +0800https://pikel72.github.io/review/2026-02-13-1508-07613v1/Alexander Kiselev, Lenya Ryzhik, Yao Yao, Andrej Zlatos, 本文已发表于 Annals of Mathematics旋转球面上点涡附近的约束结果https://pikel72.github.io/review/pdf_2602.10061v1_2026-02-13_13-07-14/Fri, 13 Feb 2026 13:07:14 +0800https://pikel72.github.io/review/pdf_2602.10061v1_2026-02-13_13-07-14/Martin Donati, Emeric Roulley重新审视涡旋块（vortex patches）边界的全局正则性https://pikel72.github.io/review/pdf_verdera_vortex_patches_2023_2026-02-10_22-15-15/Tue, 10 Feb 2026 22:15:15 +0800https://pikel72.github.io/review/pdf_verdera_vortex_patches_2023_2026-02-10_22-15-15/Joan Verdera, 本文已发表于 Advances in Mathematics不可压缩流的混合与去混合https://pikel72.github.io/review/pdf_yao_zlatos_mixing_2026-02-10_12-43-26/Tue, 10 Feb 2026 12:43:26 +0800https://pikel72.github.io/review/pdf_yao_zlatos_mixing_2026-02-10_12-43-26/Yao Yao, Andrej Zlatos, 本文已发表于 Journal of the European Mathematical SocietyRankine涡旋的稳定性与涡旋斑块边界的线性增长https://pikel72.github.io/review/pdf_arxiv_2511.09772_2026-02-10_00-10-02/Tue, 10 Feb 2026 00:10:02 +0800https://pikel72.github.io/review/pdf_arxiv_2511.09772_2026-02-10_00-10-02/John Brownfield修正的SQG涡旋块方程的有限时间奇异性https://pikel72.github.io/review/pdf_kiselev_yao_sqg_singularity_2016_2026-02-09_20-08-21/Mon, 09 Feb 2026 20:08:21 +0800https://pikel72.github.io/review/pdf_kiselev_yao_sqg_singularity_2016_2026-02-09_20-08-21/Alexander Kiselev, Lenya Ryzhik, Yao Yao, Andrej Zlatos, 本文已发表于 Annals of Mathematics涡旋块的全局正则性https://pikel72.github.io/review/pdf_constantin_bertozzi_1993_vortex_patch_2026-02-09_15-32-13/Mon, 09 Feb 2026 15:32:13 +0800https://pikel72.github.io/review/pdf_constantin_bertozzi_1993_vortex_patch_2026-02-09_15-32-13/A. L. Bertozzi and P. Constantin, 本文已发表于 Communications in Mathematical Physics广义SQG方程在Sobolev空间中的强不适定性与解的不存在性https://pikel72.github.io/review/arxiv_2502.06357_2026-02-08_23-52-57/Sun, 08 Feb 2026 23:52:57 +0800https://pikel72.github.io/review/arxiv_2502.06357_2026-02-08_23-52-57/Diego Córdoba, José Lucas-Manchón, Luis Martínez-Zoroa具有紧支集的平面上光滑非径向定常欧拉流https://pikel72.github.io/review/arxiv_2406.04414_2026-02-08_23-38-13/Sun, 08 Feb 2026 23:38:13 +0800https://pikel72.github.io/review/arxiv_2406.04414_2026-02-08_23-38-13/Alberto Enciso, Antonio J. Fernández, David Ruiz兰金涡的稳定性与涡块的周长增长https://pikel72.github.io/review/arxiv_2511.09772_2025-12-21_15-24-37/Sun, 21 Dec 2025 15:24:37 +0800https://pikel72.github.io/review/arxiv_2511.09772_2025-12-21_15-24-37/John Brownfield纳维-斯托克斯方程瞬时I型爆破与光滑解的非唯一性https://pikel72.github.io/review/arxiv_2511.09556_2025-11-15_02-10-31/Sat, 15 Nov 2025 02:10:31 +0800https://pikel72.github.io/review/arxiv_2511.09556_2025-11-15_02-10-31/Alexey Cheskidov, Mimi Dai, Stan Palasek修正表面准地转方程点涡近似的证明https://pikel72.github.io/review/arxiv_1905.07351_2025-10-24_13-11-30/Fri, 24 Oct 2025 13:11:30 +0800https://pikel72.github.io/review/arxiv_1905.07351_2025-10-24_13-11-30/Matthew Rosenzweig, 本文已发表于 SIAM Journal on Mathematical Analysis含奇异速度的广义表面准地转方程https://pikel72.github.io/review/arxiv_1101.3537_2025-10-24_13-04-08/Fri, 24 Oct 2025 13:04:08 +0800https://pikel72.github.io/review/arxiv_1101.3537_2025-10-24_13-04-08/Dongho Chae, Peter Constantin, Diego Córdoba, Francisco Gancedo, Jiahong Wu, 本文已发表于 Communications on Pure and Applied Mathematics轴对称涡环的零粘性极限https://pikel72.github.io/review/arxiv_2301.01092_2025-10-18_05-26-22/Sat, 18 Oct 2025 05:26:22 +0800https://pikel72.github.io/review/arxiv_2301.01092_2025-10-18_05-26-22/Thierry Gallay, Vladimir Sverak; 本文已发表于 Inventiones Mathematicae哈密顿流与理想流体中的扭转https://pikel72.github.io/review/arxiv_2305.09582_2025-10-18_05-15-17/Sat, 18 Oct 2025 05:15:17 +0800https://pikel72.github.io/review/arxiv_2305.09582_2025-10-18_05-15-17/Theodore D. Drivas, Tarek M. Elgindi, In-Jee Jeong; 本文已发表于 Inventiones Mathematicae开尔文波的稳定性和不稳定性https://pikel72.github.io/review/arxiv_2204.03199_2025-10-18_05-09-22/Sat, 18 Oct 2025 05:09:22 +0800https://pikel72.github.io/review/arxiv_2204.03199_2025-10-18_05-09-22/Kyudong Choi, In-Jee Jeong, 本文已发表于 Calculus of Variations and Partial Differential Equations库埃特流附近的无黏性动力学结构https://pikel72.github.io/review/arxiv_1004.5149_2025-10-18_04-57-36/Sat, 18 Oct 2025 04:57:36 +0800https://pikel72.github.io/review/arxiv_1004.5149_2025-10-18_04-57-36/Zhiwu Lin, Chongchun Zeng, 本文已发表于 Archive for Rational Mechanics and AnalysisSobolev空间中一类单调剪切流的线性无粘阻尼https://pikel72.github.io/review/arxiv_1509.08228_2025-10-17_gpt5/Fri, 17 Oct 2025 03:51:36 +0800https://pikel72.github.io/review/arxiv_1509.08228_2025-10-17_gpt5/Dongyi Wei, Zhifei Zhang, Weiren Zhao, 本文已发表于 Communications on Pure and Applied Mathematics二维不可压缩欧拉方程的稳定连续涡斑偶极子解https://pikel72.github.io/review/arxiv_2406.09849_2025-10-17_03-35-54/Fri, 17 Oct 2025 03:35:54 +0800https://pikel72.github.io/review/arxiv_2406.09849_2025-10-17_03-35-54/De Huang, Jiajun Tong, 本文已发表于 Archive for Rational Mechanics and Analysis二阶罗斯比-霍维茨波在球面上的欧拉方程的量化稳定性https://pikel72.github.io/review/arxiv_2509.16156_2025-10-17_03-32-52/Fri, 17 Oct 2025 03:32:52 +0800https://pikel72.github.io/review/arxiv_2509.16156_2025-10-17_03-32-52/Matias G. Delgadino, Luca Melzi二维不可压欧拉方程邻近 Bahouri-Chemin 斑块的正则与奇异定常态https://pikel72.github.io/review/arxiv_2207.12640_2025-10-17_03-19-49/Fri, 17 Oct 2025 03:19:49 +0800https://pikel72.github.io/review/arxiv_2207.12640_2025-10-17_03-19-49/Tarek M. Elgindi, Yupei Huang, 本文已发表于 Archive for Rational Mechanics and Analysis多个集中涡旋的长期禁闭https://pikel72.github.io/review/arxiv_2506.01477_2025-10-17_03-07-45/Fri, 17 Oct 2025 03:07:45 +0800https://pikel72.github.io/review/arxiv_2506.01477_2025-10-17_03-07-45/David Meyer特殊涡旋晶体附近的长时间局域化https://pikel72.github.io/review/arxiv_2410.14221_2025-10-16_gpt5/Thu, 16 Oct 2025 20:30:50 +0800https://pikel72.github.io/review/arxiv_2410.14221_2025-10-16_gpt5/Martin Donati, 本文已发表于 Journal of Mathematical Fluid Mechanics二维欧拉方程中接近局部径向单调剖面的时间周期解https://pikel72.github.io/review/arxiv_2302.01279_2025-10-13_00-07-46/Mon, 13 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2302.01279_2025-10-13_00-07-46/Claudia García, Taoufik Hmidi, Joan Mateu; 本文已发表于 Annals of PDE均匀旋转涡旋斑块的定量估计https://pikel72.github.io/review/arxiv_2010.06754_2025-10-13_12-29-48/Mon, 13 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2010.06754_2025-10-13_12-29-48/Jaemin Park, 本文已发表于 Advances in Mathematics平面上具有紧支集的光滑非径向稳态欧拉流https://pikel72.github.io/review/arxiv_2406.04414_2025-10-13_18-59-55/Mon, 13 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2406.04414_2025-10-13_18-59-55/Alberto Enciso, Antonio J. Fernández, David Ruiz平面上欧拉方程的时间准周期涡旋斑块https://pikel72.github.io/review/arxiv_2202.06215_2025-10-13_00-10-26/Mon, 13 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2202.06215_2025-10-13_00-10-26/Massimiliano Berti, Zineb Hassainia, Nader Masmoudi; 本文已发表于 Inventiones Mathematicae活性标量方程中稳态与均匀旋转解的对称性https://pikel72.github.io/review/arxiv_1908.01722_2025-10-13_00-31-53/Mon, 13 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_1908.01722_2025-10-13_00-31-53/Javier Gómez-Serrano, Jaemin Park, Jia Shi, Yao Yao; 本文已发表于 Duke Mathematical Journal稳定层流的几何表征https://pikel72.github.io/review/arxiv_2410.18946_2025-10-13_18-58-32/Mon, 13 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2410.18946_2025-10-13_18-58-32/Theodore D. Drivas, Marc Nualart通过KAM工具实现有界区域内时间周期涡旋运动的去奇性https://pikel72.github.io/review/arxiv_2408.16671_2025-10-13_19-00-30/Mon, 13 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2408.16671_2025-10-13_19-00-30/Zineb Hassainia, Taoufik Hmidi, Emeric Roulley三维Navier-Stokes方程中的任意范数增长https://pikel72.github.io/review/arxiv_2509.18595_2025-10-12_23-38-26/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2509.18595_2025-10-12_23-38-26/Stan Palasek二维不可压欧拉方程的自相似代数螺旋涡旋片https://pikel72.github.io/review/arxiv_2505.03309_2025-10-12_23-55-29/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2505.03309_2025-10-12_23-55-29/Feng Shao, Dongyi Wei, Zhifei Zhang, 本文已发表于 Annals of PDE二维欧拉方程无边界情形下的超线性涡度梯度增长https://pikel72.github.io/review/arxiv_2507.15739_2025-10-12_23-47-27/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2507.15739_2025-10-12_23-47-27/In-Jee Jeong, Yao Yao, Tao Zhou二维理想流体中拉格朗日流的小尺度生成https://pikel72.github.io/review/arxiv_2401.06476_2025-10-12_23-29-35/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2401.06476_2025-10-12_23-29-35/Ayman Rimah Said从临界数据出发的Navier-Stokes方程光滑解的非唯一性https://pikel72.github.io/review/arxiv_2503.14699_2025-10-12_23-42-58/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2503.14699_2025-10-12_23-42-58/Matei P. Coiculescu, Stan Palasek, 本文已发表于 Inventiones mathematicae多个集中涡旋的长时间约束https://pikel72.github.io/review/arxiv_2506.01477_2025-10-12_22-41-04/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2506.01477_2025-10-12_22-41-04/David Meyer小横截面定常涡环的存在性、唯一性与稳定性https://pikel72.github.io/review/arxiv_2201.08232_2025-10-12_23-50-51/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2201.08232_2025-10-12_23-50-51/Daomin Cao, Guolin Qin, Weilin Yu, Weicheng Zhan, Changjun Zou跳跃涡环作为欧拉方程的标度极限https://pikel72.github.io/review/arxiv_2310.00732_2025-10-12_23-52-01/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2310.00732_2025-10-12_23-52-01/Paolo Buttà, Guido Cavallaro, Carlo Marchioro; 本文已发表于 SIAM Journal on Mathematical Analysis跳跃涡环动力学研究https://pikel72.github.io/review/arxiv_2503.21604_2025-10-12_23-51-26/Sun, 12 Oct 2025 00:00:00 +0800https://pikel72.github.io/review/arxiv_2503.21604_2025-10-12_23-51-26/Martin Donati, Lars Eric Hientzsch, Christophe Lacave, Evelyne Miot