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ELISE, an algorithm to compute asymptotic representations for solutions of linear differential equations, realized with the computer algebra system MAPLE

机译：ELISE，一种用于计算线性微分方程解的渐近表示的算法，通过计算机代数系统MAPLE实现

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Dietrich Volker;
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年度 1992
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1. Search for Liouvillian Solutions of Linear Recurrence Equations in the MAPLE Computer Algebra System [J] . D. E. Khmelnov Programming and Computer Software . 2008,第4期

机译：在MAPLE计算机代数系统中搜索线性递归方程的Liouvillian解
2. Asymptotic representations of solutions of essentially nonlinear systems of ordinary differential equations with regularly and rapidly varying nonlinearities [J] . Evtukhov V.M., Shlepakov O.R. Ukrainian mathematical journal . 2013,第9期

机译：具有非线性且迅速变化的常微分方程基本非线性系统解的渐近表示。
3. Algebraic dynamics solutions and algebraic dynamics algorithm for nonlinear partial differential evolution equations of dynamical systems [J] . WANG Shundin, ZHANG Hua 中国科学:物理学力学天文学（英文版） . 2008,第006期

机译：动力系统非线性偏差演化方程的代数动力学解及代数动力学算法
4. Stabilizing Regulators for Nonlinear Continuous Systems of Large Dimension Using the Asymptotics of the Matrix Algebraic Riccati Equations Solutions [C] . Danik Yu.E, Dmitriev M.G, Makarov D.A International Conference "Management of Large-Scale System Development" . 2018

机译：使用矩阵代数Riccati方程溶液的渐近学稳定大维度的非线性连续系统的稳定调节剂
5. Location of a physically realized solution for a system of nonlinear algebraic equations. [D] . Dent, Deborah F. 2002

机译：非线性代数方程组的物理解决方案的位置。
6. Initial value problems for system of differential-algebraic equations in Maple [O] . Srinivasarao Thota 2018

机译：Maple中微分-代数方程组的初值问题
7. ELISE, an algorithm to compute asymptotic representations for solutions of linear differential equations, realized with the computer algebra system MAPLE [O] . Dietrich, Volker 1992

机译：ELISE，一种用于计算线性微分方程解的渐近表示的算法，通过计算机代数系统MAPLE实现

ELISE, an algorithm to compute asymptotic representations for solutions of linear differential equations, realized with the computer algebra system MAPLE

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