论文标题
对某些广义矩微分方程的正式解决方案的总结性
Summability of formal solutions for some generalized moment partial differential equations
论文作者
论文摘要
力矩差异的概念扩展到了可总结函数的瞬间类别，从而产生到时刻的差异属性。主要结果依靠准确的上部估计值，用于在无穷大的指数样生长下的功能矩派衍生物的积分表示以及整合路径的适当变形。该理论用于获得某些具有可变系数的广义线性矩偏微分方程的总和结果。
The concept of moment differentiation is extended to the class of moment summable functions, giving rise to moment differential properties. The main result leans on accurate upper estimates for the integral representation of the moment derivatives of functions under exponential-like growth at infinity, and appropriate deformation of the integration paths. The theory is applied to obtain summability results of certain family of generalized linear moment partial differential equations with variable coefficients.
