Asymptotics of Solutions of a Class of Linear Differential Equations with Nonsmooth Coefficients

K. A. Mirzoev; N. N. Konechnaya

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Asymptotics of Solutions of a Class of Linear Differential Equations with Nonsmooth Coefficients

机译：一类具有非光滑系数的线性微分方程解的渐近性

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Assume that complex-valued functions f_(jk), j,k = 1,2,...,m, m ＞ 1, i.e., elements of a matrix F = (f_(jk)), are defined and measurable on an interval (a,b), - ∞ ≤ a ＜ b ≤ + ∞, and satisfy the following conditions:

机译：假设复数值函数f_（jk），j，k = 1,2，...，m，m＞ 1，即矩阵F =（f_（jk））的元素是定义的，并且可以在区间（a，b），-∞≤a ＜b≤+∞，并且满足以下条件：

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来源
《Mathematical notes》 |2016年第2期|334-340|共7页
作者
K. A. Mirzoev; N. N. Konechnaya;
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作者单位

Lomonosov Moscow State University, Moscow, Russia;

Lomonosov Northern (Arctic) Federal University, Arkhangelsk, Russia;

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原文格式 PDF
正文语种 eng
中图分类
关键词
linear differential equations; nonsmooth coefficients; quasiderivatives; quasidif-ferential expressions; asymptotics of solutions; leading term of asymptotics; product of quasidifferential expressions;

机译：线性微分方程不平滑系数;准衍生物拟势表达式;解决方案的渐近性;无症状的主要术语;拟微分表达式的乘积;

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Asymptotics of Solutions of a Class of Linear Differential Equations with Nonsmooth Coefficients

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