论文标题
在保守案例中卷积类型的积分方程
Convolution type integral equations in the conservative case
论文作者
论文摘要
在本文中，研究了保守案例中的积分方程。卷积方程类型的保守案例与非正常类型方程式有关，是在真实线的某些点上对相应的符号退化的情况，而经典的愤怒转化方法则符合其在研究方程式的困难。在本文中，在卷积类型方程的保守案例中，我们使用特殊分解方法。
In this paper convolution type integral equations in the conservative case are studied. The conservative case of convolution type of equations relates to the case of non normal type of equations and is that of the corresponding symbols degenerate at some points of the real line, and the classical Furier transformation method meets difficulties with its application to the studying equations. To the study in the conservative case of convolution type equations in this paper we use the special factorization method.
