论文标题
二次铅笔的增生铅笔和应用的分解
A factorization of a quadratic pencils of accretive operators and applications
论文作者
论文摘要
对希尔伯特空间中的增生算子的二次铅笔进行了规范的分解。同样，我们在M核酸操作员及其摩尔式倒置之间建立了一些关系。作为应用程序，我们研究了严格解决方案的存在，独特性和最大规律性的结果，以在非均匀情况下完全抽象的二阶微分方程。本文结束了，以前的讨论中留下了一些问题。
A canonical factorization is given for a quadratic pencil of accretive operators in a Hilbert space. Also, we establish some relationships between an m-accretive operator and its Moore-Penorse inverse. As an application, we study a result of existence, uniqueness, and maximal regularity of the strict solution for complete abstract second order differential equation in the non-homogeneous case. The paper is concluded with some questions left open from the preceding discussions.
