學術產出-全部

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日期 題名 類型 全文
2018-07 Mathematical model for the enterprise competitive ability and performance through a particular Emden-Fowler Equation u″-n-q-1u(n)q=0 article pdf(314)
2017-08 Applications of linear ordinary differential equations and dynamic system to economics – an example of Taiwan stock index TAIEX article 說明頁(479)
2016-04 Nonexistence of global solutions of Emden-Fowler type semilinear wave equations with non-positive energy article pdf(489)
2016 Nonexistence of positive global solutions to the differential equation article pdf(185)
2015-09 A mathematical model of enterprise competitive ability and performance through Emden-Fowler equation for some enterprises article pdf(1078)
2015-09 A mathematical model of enterprise mathematical model of enterprise competitive Emden-Fowler equation for some enterprises article pdf(512)
2015-06 EXISTENCE AND UNIQUENESS OF LOCAL WEAK SOLUTIONS FOR THE EMDEN-FOWLER WAVE EQUATION IN ONE DIMENSION article pdf(589)
2015-03 The solution to an elliptic partial differential equation for facilitating exact volume integral transformation in the 3D BEM analysis article pdf(818)
2015-02 A comparative study of flux limiters using new numerical methods in unsteady supersonic flows article 說明頁(1499)
2014-10 The space-jump model of the movement of tumor cells and health cells, article pdf(1085)
2014.04 TAIEX index option model by using nonlinear differential equation article pdf(1017)
2013.12 Asymptotic behavior of positive solutions of the nonlinear differential equation t²u``= u{^n},1 < n article pdf(608)
2013-12 On the positive solution of nonlinear differential equation t²u``= u{^n}1 < n article pdf(560)
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)
2011-12 The flux model of the movement of tumor cells and healthy cells using a system of nonlinear heat equations article pdf(711)
2011.08 PARABOLA METHOD IN ORDINARY DIFFERENTIAL EQUATION article pdf(573)
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)
2010-07 On the Emden-Fowler equation u″(t)u(t) = c1 + c2u`(t)2 with c1 ≥ 0, c2 ≥ 0 article pdf(635)
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)
2009.11 Analysis on numerical results for stage separation with different exhaust holes article pdf(1260)
2009.08 Numerical treatment of contact discontinuity with multi-gasas article pdf(1064)
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)
2009 Numeric treatment of contact discontinuity with multi-gases. article pdf(426)
2008-10 Analysis on the Duration of Deep Earthquakes article pdf(739)