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Propagation of chaos for the Keller–Segel equation over bounded domains
2 个回复 - 408 次查看【作者(必填)】 Razvan C.Fetecau[/backcolor]HuiHuang[/backcolor]WeiranSun[/backcolor] 【文题(必填)】Propagation of chaos for the Keller–Segel equation over bounded domains 【年份(必填)】2019 【全 ...2019-8-2 16:33 - xiaosongshu1 - 求助成功区

The full Keller–Segel model is well-posed on nonsmooth domains
2 个回复 - 501 次查看【作者(必填)】D Horstmann1, H Meinlschmidt2,4,5and J Rehberg3 【文题(必填)】 The full Keller–Segel model is well-posed on nonsmooth domains【年份(必填)】2018 【全文链接或数据库名称(选填)】http ...2018-4-19 16:45 - xiaosongshu1 - 求助成功区

Blow-up profiles and refined extensibility criteria in quasilinear Keller–Segel
3 个回复 - 602 次查看【作者(必填)】MarcelFreitag[/backcolor] 【文题(必填)】Blow-up profiles and refined extensibility criteria in quasilinear Keller–Segel systems 【年份(必填)】 2018 【全文链接或数据库名称(选填)】h ...2018-6-17 10:35 - xiaosongshu1 - 求助成功区

The full Keller–Segel model is well-posed on nonsmooth domains
2 个回复 - 503 次查看【作者(必填)】D Horstmann1, H Meinlschmidt2,4,5 and J Rehberg3 【文题(必填)】The full Keller–Segel model is well-posed on nonsmooth domains 【年份(必填)】2018 【全文链接或数据库名称(选填)】htt ...2018-6-17 10:25 - xiaosongshu1 - 求助成功区

Finite-time blow-up in low-dimensional Keller–Segel systems with logistic-type
2 个回复 - 433 次查看【作者(必填)】Michael Winkler[/backcolor] 【文题(必填)】Finite-time blow-up in low-dimensional Keller–Segel systems with logistic-type superlinear degradation 【年份(必填)】2018 【全文链接或数 ...2018-4-10 10:35 - xiaosongshu1 - 求助成功区

LARGE TIME BEHAVIOR IN THE LOGISTIC KELLER-SEGEL MODEL VIA MAXIMAL SOBOLEV REGUL
2 个回复 - 534 次查看【作者(必填)】 XINRU CAO 【文题(必填)】 LARGE TIME BEHAVIOR IN THE LOGISTIC KELLER-SEGEL MODEL VIA MAXIMAL SOBOLEV REGULARITY.【年份(必填)】2017 【全文链接或数据库名称(选填)】http://web.a.ebsco ...2018-2-28 21:40 - xiaosongshu1 - 求助成功区

Blow-up for a three dimensional Keller–Segel model
2 个回复 - 431 次查看【作者(必填)】 JieJiangaHaoWubcSongmuZheng 【文题(必填)】 Blow-up for a three dimensional Keller–Segel model with consumption of chemoattractant【年份(必填)】2018 【全文链接或数据库名称(选填)】 ...2018-2-28 10:54 - xiaosongshu1 - 求助成功区

Finite-time blow-up for quasilinear degenerate Keller–Segel systems of paraboli
2 个回复 - 594 次查看【作者(必填)】 TakahiroHashiraaSachikoIshidab1TomomiYokota 【文题(必填)】 Finite-time blow-up for quasilinear degenerate Keller–Segel systems of parabolic–parabolic type【年份(必填)】 2018 【全 ...2018-2-28 10:09 - xiaosongshu1 - 求助成功区

Stabilization in the logarithmic Keller–Segel system
2 个回复 - 510 次查看【作者(必填)】 Michael Winklera, , Tomomi Yokotab, , 【文题(必填)】Stabilization in the logarithmic Keller–Segel system 【年份(必填)】2018 【全文链接或数据库名称(选填)】https://www.sciencedirect ...2018-2-27 17:36 - xiaosongshu1 - 求助成功区

Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes syste
1 个回复 - 452 次查看【作者(必填)】Yulan Wang 【文题(必填)】 Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes system with subcritical sensitivity[/backcolor] Read More: http://www.worlds ...2018-2-11 14:55 - xiaosongshu1 - 求助成功区

请问有朋友了解斯德哥尔摩经济学院的Paul S. Segerstrom教授吗？
2 个回复 - 518 次查看如题，想请知道的朋友给我科普一下这位教授～2021-12-9 12:34 - 黎沐 - 爱问频道

广义Keller-Segel中细菌种群的临界质量模特。与白矮星钱德拉塞卡极限质量的类比
0 个回复 - 216 次查看摘要翻译：我们指出了白矮星的极限质量（钱德拉塞卡极限）与广义Keller-Segel趋化模型中细菌种群的临界质量之间的显著类比[Chavanis&Sire,PRE，69，016116(2004)]。该模型是基于广义随机过程得出Tsallis统计量。平衡 ...2022-3-3 18:34 - nandehutu2022 - Forum

自然科学中确定性问题的应用数学(美)林家翘(Lin，C.C.)，西格尔(Segel，L.A.)著,2010
23 个回复 - 2698 次查看自然科学中确定性问题的应用数学(美)林家翘(Lin，C.C.)，西格尔(Segel，L.A.)著,2010 **** 本内容被作者隐藏 ****2021-3-6 11:26 - hylpy1 - 经济金融数学专区

【学习笔记】今天没学习，就复习了lognomal E(X)=exp(u+0.5segema*2) segema ...
1 个回复 - 447 次查看今天没学习，就复习了lognomal E(X)=exp(u+0.5segema*2) segema (x)=（exp(segema*2)-1）exp（2u+segama*2）2019-11-9 07:19 - yusi-learn - Forum

Boundedness in the higher-dimensional Keller-Segel model with signal-dependent m
1 个回复 - 455 次查看【作者(必填)】 Jianping Wang[/backcolor] and [/backcolor]Mingxin Wang[/backcolor]a) 【文题(必填)】 Boundedness in the higher-dimensional Keller-Segel model with signal-dependent motility and logist ...2019-11-7 15:18 - xiaosongshu1 - 求助成功区

Boundedness in a quasilinear fully parabolic Keller–Segel system with logistic
2 个回复 - 599 次查看【作者(必填)】 YifuWang， Ji Liu 【文题(必填)】Boundedness in a quasilinear fully parabolic Keller–Segel system with logistic source【年份(必填)】2017 【全文链接或数据库名称(选填)】http://www.s ...2017-11-17 21:17 - xiaosongshu1 - 求助成功区

Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes syste
6 个回复 - 856 次查看【作者(必填)】Ji Liua, , , Yifu Wanga, b 【文题(必填)】Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes system involving a tensor-valued sensitivity with saturation 【年份 ...2017-2-26 21:07 - xiaosongshu1 - 求助成功区

Renormalized radial large-data solutions to the higher-dimensional Keller–Segel
3 个回复 - 539 次查看【作者(必填)】 Michael Winkler 【文题(必填)】 Renormalized radial large-data solutions to the higher-dimensional Keller–Segel system with singular sensitivity and signal absorption【年份(必填)】20 ...2017-11-16 21:30 - xiaosongshu1 - 求助成功区

Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes syste
4 个回复 - 717 次查看【作者(必填)】 JiLiu， YifuWang 【文题(必填)】 Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes system involving a tensor-valued sensitivity with saturation【年份(必填)】 ...2017-11-17 21:13 - xiaosongshu1 - 求助成功区

Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes
2 个回复 - 514 次查看【作者(必填)】JiashanZheng 【文题(必填)】Global weak solutions in a three-dimensional Keller–Segel–Navier–Stokes system with nonlinear diffusion 【年份(必填)】2017 【全文链接或数据库名称(选填 ...2017-10-7 21:23 - xiaosongshu1 - 求助成功区

A Keller–Segel type system in higher dimensions
5 个回复 - 518 次查看【作者(必填)】 Suleyman Ulusoy【文题(必填)】A Keller–Segel type system in higher dimensions 【年份(必填)】2017 【全文链接或数据库名称(选填)】http://www.sciencedirect.com/science/article/pii/S029 ...2017-6-15 22:14 - xiaosongshu1 - 求助成功区

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