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标题: 【数学中国推荐】方程-偏微分方程-迅雷下载 [打印本页]

作者: huashi3483    时间: 2009-11-8 02:49
标题: 【数学中国推荐】方程-偏微分方程-迅雷下载
A First Course in Partial Differential Equations with complex variables and tran
A First Course in Partial Differential Equations with complex variables and tran
Ames W.F. Numerical methods for PDE (2ed., 1977)(T)(378s).
Appell J., A.S. Kalitvin, P.P. Zabrejko. Partial Integral Operators & Integro-di
Applied Partial Differential Equations 4E - Haberman
Applied Partial Differential Equations logan chs 1 thru 5
Arnold V.I. Lectures on Partial Differential Equations (Springer, 2004)(165s).
Arnold V.I. Lectures on Partial Differential Equations (Springer,2004)(ISBN 3540
Arscott F.M. Periodic Differential Equations (Pergamon, 1964)(292s).
Bateman H. Partial Differential Equations of Mathematical Physics (Dover)(537s).
Bryant - Differential Systems & Euler-Lagrange Pde (219s)(T).
Copson E.T. Partial differential equations (CUP, 1975)(T)(285s)_MCde_.
Dahlberg, Kenig - Harmonic Analysis and Partial Differential Equations(T).
Haberman - Elementary Applied Partial Differential Equations with Fourier Series
Haberman - Elementary Applied Partial Differential Equations with Fourier Series
Harmonic Analysis And Partial Differential Equations - B. Dahlberg, C. Kenig
Hilbert Space Methods For Partial Differential Equations - R. Showalter
Introduction to Partial Differential Equations - A Computational Approach - A. T
Johnson - Numerical Solutions of Partial Differential Equations by the Finite El
Nonlinear Partial Differential Equations - G. Chen, E. DiBenedetto
Numerical analysis 2000. Vol.7. Partial differential equations (JCAM v128, 2001)
Numerical Methods for Partial Differential Equations 2nd ed. - W. Ames.
Partial Differential Equations - Asmar
Partial Differential Equations - L. Evans.
Partial Differential Equations and Mathematica - P. Kythe
Partial differential equations and the finite element method - Pave1 Solin
Partial Differential Equations Vol 1 - Basic Theory - M. Taylor
Partial Differential Equations Vol 2 - Qualitative Studies of Linear Equations -
Partial Differential Equations Vol 3 - Nonlinear Equations - M. Taylor
Partial Differential Equations, (MA3132 lecture notes) - B. Neta (
Partial.Differential.Equations - vol 1
Partial.Differential.Equations - vol 2
Rosinger E E. Generalized Solutions Of Nonlinear Partial Differential Equations
Showalter - Hilbert Space Methods For Partial Differential Equations(T)(1977) WW
Showalter R E Monotone Operations In Banach Space And Nonlinear Partial Differen
Stormark O. Lie s structural approach to PDE systems (CUP, 2000)(ISBN 05217808
Taylor M.E. Partial differential equations 2 (Springer, 1996)(L)(T)(268s).
Taylor M.E. Partial differential equations 3 (Springer, 1996)(L)(T)(310s).
Tung - Partial Differential Equations And Fourier Analysis, An Introduction.
WaveLab802
Weinberger, H.F. - A First Course in Partial Differential Equations(Dover Public
Zauderer, Erich - Partial Differential Equations of Applied Mathematics(T)(2ed)(
调和分析及其在偏微分方程中的应用
二阶两个自变数两个未知函数的常系数线性偏微分方程组
非线性偏微分复方程
分形艺术程序设计代码
偏微分方程
偏微分方程的奇性分析
偏微分方程概貌
现代偏微分方程引论
线性偏微分算子引论 上册

作者: 黑星    时间: 2009-11-10 22:37
呵呵
) S$ a% i  e3 M7 C支持!!!!!!!!!!!!
作者: centry57    时间: 2009-11-11 17:30
恩,资料挺不错的!
0 h% Q. F5 V- G0 X, Z  X  y; z谢谢楼主了!
作者: eshadow    时间: 2010-1-16 12:33
偏微分方程
作者: mathcrazer    时间: 2010-3-24 11:01
很多资料,太感谢楼主啦~本人最近正在学,谢谢楼主慷慨解囊~
作者: 孤畔垂柳    时间: 2010-3-31 13:43
楼主太帅了,很好很强大,谢谢了
作者: zhuangqg6855    时间: 2010-4-1 16:08
楼主太帅了,很好很强大,谢谢了!!!!!!!!!!!!!!!!!!!!!!!!!!
作者: 小儿垂钓    时间: 2010-4-19 10:41
很好的资源  谢谢  有机会一定抱走  现在  体力太少啦5 z4 m) S+ h# d, ]: T0 d8 Q

+ `  V+ k$ _6 \/ h: d1 A$ X9 m6 V; x1 g5 {# l, B' H. L% C
总之一句话 太感谢楼主了  呵呵呵呵
作者: sss111com    时间: 2010-5-13 10:26
顶!!!!!!!!!!!          感谢楼主了 ......
作者: 杜增    时间: 2010-5-30 23:42
楼主太帅了,很好很强大,谢谢了
作者: tyzhxchf1    时间: 2010-7-6 05:47
资料不错!看得我眼都花了,谢谢你啊!
作者: 386453179    时间: 2010-8-17 15:06
LZ强大啊!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
作者: 386453179    时间: 2010-8-28 16:07
顶啊~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
作者: leon.st    时间: 2010-10-3 23:34
最近刚好看课本看的蛋疼。。。实在看不懂。。。找本来参考参考
作者: lijianjun751026    时间: 2010-10-31 14:25
太好了,很强大,谢谢了
作者: dukang990445532    时间: 2011-2-12 21:15
lz顶了!
作者: cherrydons    时间: 2012-2-7 10:01
感谢楼主!!!!!!!!!!!!
作者: skyhiter    时间: 2012-2-24 22:55
楼主好人!
作者: 心口疼    时间: 2012-6-28 20:37
都是好东西啊~~~
作者: 严玲俏    时间: 2012-7-12 20:02
感谢
作者: 沈波    时间: 2014-1-12 13:40
收藏了。。学理科的的都必用啊。。
作者: 稻--草    时间: 2014-3-2 08:54

作者: daxueshiguang    时间: 2014-5-20 16:38
打不开,显示not found 什么什么
作者: 落后了呀!!    时间: 2014-9-10 12:22
不知道你们是怎么下载的?我就怎么下不了呢
作者: 宇仲    时间: 2015-1-14 19:16
楼主辛苦了,继续加油!
. `7 X0 N/ f' _6 s
作者: 宇仲    时间: 2015-1-21 13:10
很不错的,鼓励共享。
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作者: 宇仲    时间: 2015-1-21 21:23
楼主辛苦了,继续加油啊!& P2 B6 {6 L9 \- [2 D2 w* T5 f

作者: 宇仲    时间: 2015-1-22 09:01
楼主辛苦了,继续加油奥!5 ~7 F: M  B* s! U- l* P

作者: zsefh    时间: 2016-2-2 21:09
太好的资料啦
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