论文标题
正常运算符的分解及其在光谱定理中的应用
Decomposition of Normal Operators and Its Application to Spectral Theorem
论文作者
论文摘要
Riesz和Lorch证明的自我预科运算符的分解定理扩展到普通运算符。该扩展为无界正常运算符的光谱定理提供了新的证明。
A decomposition theorem for self-adjoint operators proved by Riesz and Lorch is extended to normal operators. This extension gives a new proof of the spectral theorem for unbounded normal operators.
