Exact Blow-up Solutions forMultidimensional Landau--Lifshitz Equations
被引量:7
出处
《数学进展》
CSCD
北大核心
2001年第1期91-93,共3页
Advances in Mathematics(China)
参考文献3
1 Guo Boling,Commun Nonline Sci Numer Simul,2000年,5卷,1期,43页
2 Zhou Yulin,Sci Sin A,1986年,4卷,337页
3 Chang Naiheng,Schrodinger maps
同被引文献9
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8 Chen Yunmei,Ding Shijin,Guo Doling Department of Mathematics, University of Florida, Gainesville, FL32611, U.S.A. Institute of Applied Physics and Computational Mathematics, P. O. Box 8009, Beijing, 100088, China.Partial Regularity for Two Dimensional Landau-Lifshitz Equations[J] .Acta Mathematica Sinica,English Series,1998,14(3):423-432. 被引量:13
9 李富智,于佳利,杨慧.二维磁流体方程组的差分方法[J] .云南师范大学学报(自然科学版),2016,36(2):22-26. 被引量:3
引证文献7
1 刘利敏,穆春来.Some New Explicit and Implicit Global Solutions With Values in Unit Sphere for n-dimensional Landau-Lifshitz Equations[J] .数学进展,2010,39(3):381-383. 被引量:1
2 郭隐彪,杨继东,梁锡昌,庄司克雄.轴对称非球面模具加工中的补偿技术研究[J] .中国机械工程,2000,11(4):415-417. 被引量:20
3 钟太勇,邓乐斌,余晓娟,费秀海.一类二维Landau-Lifshitz方程的差分格式[J] .云南民族大学学报(自然科学版),2015,24(3):202-205.
4 李良.SM方程的关于二等变解的等价方程[J] .云南民族大学学报(自然科学版),2018,27(3):206-211.
5 张洁.具有多向效应场的二维柱对称Landau-Lifshitz方程静态解的存在性[J] .云南民族大学学报(自然科学版),2021,30(2):143-152.
6 钟澎洪,王术,曾明.不带Gilbert项的Landau-Lifshitz方程的一些精确爆破解(英文)[J] .数学进展,2014,43(5):771-780.
7 李良.薛定谔映射问题的k等变解的性质[J] .应用数学进展,2018,7(1):74-79.
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2 魏丽珍,郭隐彪,苏秋丽,龚子伟.非球面镜超精密加工系统控制软件的研究[J] .制造技术与机床,2004(8):111-114. 被引量:3
3 韩成顺,董申.超精密磨削大型光学非球面元件的研究[J] .光电工程,2003,30(6):43-46. 被引量:3
4 黄浩,郭隐彪,王振忠,谢仁宁.轴对称非球面加工误差分离及补偿技术[J] .机械工程学报,2005,41(12):177-181. 被引量:22
5 GU0 Yinbiao WEI Lizhen.SOFTWARE-CONTROLLED SYSTEM OF ULTRA-PRECISION MACHINING AXISYMMETRIC ASPHERIC MIRROR[J] .Chinese Journal of Mechanical Engineering,2006,19(2):256-259. 被引量:4
6 杨平,郭隐彪,刘建春.基于DSP的伺服控制系统在非球面检测平台上的研究[J] .厦门大学学报(自然科学版),2006,45(5):638-642. 被引量:1
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1 钟澎洪,王术,曾明.不带Gilbert项的Landau-Lifshitz方程的一些精确爆破解(英文)[J] .数学进展,2014,43(5):771-780.
2 刘利敏,穆春来.Some New Explicit and Implicit Global Solutions With Values in Unit Sphere for n-dimensional Landau-Lifshitz Equations[J] .数学进展,2010,39(3):381-383. 被引量:1
3 郭柏灵,杨干山.多维Landau-Lifshitz方程的δ-黏性解[J] .数学学报(中文版),2006,49(4):721-736.
4 Chien-Hong Cho.A Finite Difference Scheme for Blow-Up Solutions of Nonlinear Wave Equations[J] .Numerical Mathematics(Theory,Methods and Applications),2010,3(4):475-498.
5 Zhengrong Liu,Boling Guo.Periodic blow-up solutions and their limit forms for the generalized Camassa-Holm equation[J] .Progress in Natural Science:Materials International,2008,18(3):259-266. 被引量:6
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8 常微分方程[J] .中国学术期刊文摘,2006,12(23):8-9.
9 Shao Bin TAN.Blow-up Solutions for Mixed Nonlinear Schrodinger Equations[J] .Acta Mathematica Sinica,English Series,2004,20(1):115-124. 被引量:2
10 DingShijin,GuoBoling.BUBBLES OF LANDAU-LIFSHITZ EQUATIONS WITH APPLIED FIELDS[J] .Journal of Partial Differential Equations,2005,18(1):1-12.
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