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General exact solutions of the second-order homogeneous algebraic differential equations

机译:二阶齐次代数微分方程的一般精确解

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摘要

The second-order homogeneous algebraic differential equation is studied, where are known such that is non-singular for some . A formula for the general exact solutions of the above equation is provided under the condition that there exists , such that . For a special second-order homogeneous algebraic differential equation coming from a physics model investigated by Bhat and Bernstein, a detailed description is given about how to construct a particular solution of the latter quadratic matrix equation.
机译:研究了二阶齐次代数微分方程,其中某些已知非奇异代数。在存在的条件下,给出上述方程的一般精确解的公式。对于一个特殊的二阶齐次代数微分方程,该方程来自巴特和伯恩斯坦研究的物理模型,给出了有关如何构造后一二次矩阵方程的特定解的详细描述。

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