2011 |
非線性擾動下高維有界域半線性波方式爆炸解之穩定性研究(I) |
report |
pdf(496) |
2008 |
非線性擾動下有界域半線性波方式爆炸解之穩定性研究 |
report |
pdf(671) |
2009 |
非線性擾動下二維有界域半線性波方式爆炸解之穩定性研究 (II) |
report |
pdf(617) |
2010 |
非線性擾動下三維有界域半線性波方式爆炸解之穩定性研究 |
report |
pdf(592) |
2000 |
關於半線性波方程U=f(U) |
report |
pdf(1003) |
2013 |
一維 Emden-Fowler 型半線性波方程式解之存在區間之估計 |
report |
pdf(270) |
2012 |
一維 Emden-Fowler 型半線性波方程式 |
report |
pdf(409) |
2005 |
一些一維半線性波方程解的暴破集研究(I) |
report |
pdf(700) |
2006 |
一些 n 維半線性波方程解的暴破速度與暴破常數研究(II) |
report |
pdf(1016) |
2014-10 |
The space-jump model of the movement of tumor cells and health cells, |
article |
pdf(1096) |
2015-03 |
The solution to an elliptic partial differential equation for facilitating exact volume integral transformation in the 3D BEM analysis |
article |
pdf(823) |
2004-12 |
The Second Order Differential Equation with Nonlinear Damping u\"(t)=u`(t)q(c[feb5]+c[feaf]u(t)?) |
article |
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2011-12 |
The flux model of the movement of tumor cells and healthy cells using a system of nonlinear heat equations |
article |
pdf(721) |
2014.04 |
TAIEX index option model by using nonlinear differential equation |
article |
pdf(1020) |
1998-05 |
Remarks on the Calligraphy Equations |
conference |
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2006-03 |
Regularity and Blow-Up Constants of Solutions for Nonlinear Differential Equation |
article |
pdf(1246) |
2006.03 |
Regularity and blow-up constants of solutions for differential equation u``−u p = 0/TJM |
article |
pdf(450) |
2008-07 |
Quenching problem in some semilinear wave equations |
article |
pdf(1202) |
2008 |
PROPAGATION OF SINGULARITIES IN THE SOLUTIONS TO THE BOLTZMANN EQUATION NEAR EQUILIBRIUM |
article |
說明頁(746) |
2008-07 |
Propagation of Singularities in the Solutions to the Boltzmann Equation near Equilibrium |
article |
pdf(500) |
2011.08 |
PARABOLA METHOD IN ORDINARY DIFFERENTIAL EQUATION |
article |
pdf(573) |
1998-09 |
On the Semi-Linear Wave Equations -1- |
article |
pdf(1235) |
2004-09 |
On the Positive Solutions of the Differential Equation u``-u?=0 |
article |
pdf(444) |
2004 |
On the positive solutions of the differential equation $u``-u^p=0$. |
article |
pdf(293) |
2013-12 |
On the positive solution of nonlinear differential equation t²u``= u{^n}1 < n |
article |
pdf(570) |