linear differential equation linear equation See More Nearby Entries Cite this Entry Style “Linear differential equation.” Merriam-Webster.com Dictionary, Merriam-Webster, https://www.merriam-webster.com/dictionary/linear%20differential%20equation. Accessed 6 Jan. 2025. Copy Citation Share...
linear differential equation 英 [ˈlɪniə(r) ˌdɪfəˈrenʃl ɪˈkweɪʒn] 美 [ˈlɪniər ˌdɪfəˈrenʃl ɪˈkweɪʒn]线性微分方程式 ...
必应词典为您提供linear-differential-equation的释义,un. 线性微分过程;
6) quasi-linear differential equation 拟线性微分方程 1. With the help of Young inequality and H ld inequality, the oscillatory property of a class of quasi-linear differential equations is investigated by using the Riccati-type transformation and the method of H function. 籍助于Young不等式和...
】 09:05 A (literally) complex integral【一个(字面上的)复积分】 12:05 A deceivingly difficult integral【难以理解的积分】 23:00 An interesting separable differential equation【一个有趣的可分离微分方程】 08:06 Here's a cool non linear differential equation【这是一个很酷的非线性微分方程】 10...
Linear differential equation is an equation which is defined as a linear system in terms of unknown variables and their derivatives. Solution of linear first order differential equations with example at BYJU’S.
1.The linear independent solution expression of a kind oflinear differential equation;一类线性微分方程线性无关解的表示 2.Solution of interlace series typelinear differential equationcontaining negative second power function and arrangement number;负二次幂函数与排列数的交错级数型线性微分方程 ...
Linear Dependence/Independence 线性相关/无关 Wronskian of n functions n个函数的Wronskian Wronskian & LI/LD Wronskian 与线性相关/无关 Wronskian & Abel’s Formula Wronskian与Abel公式 LI = Wronskian is nonzero 线性无关=Wronskian非零 1. Reduction of order 2. Homogeneous equation with constant coeffici...
Transform each term in the linear differential equation to create an algebra problem. You can then transform the algebra solution back to the ODE solution, y(t).
This equation for λ has two roots λ1 and λ2 . Then the equation for y has two pure solutions y=eλ1ty=e^{\lambda_1 t} and y=eλ2ty=e^{\lambda_2 t} . Their combinations c_1y_1+c_2y_2 give the complete solution unless \lambda_1=\lambda_2. In a linear algebra course...