...： d 1 t p 算子多项式（operator polynomial）： 例如： p 2 y apy by p 2 ap b y Dp y 逆算子（Inverse or converse operator）： 1 y x Dp 这样微分方程的一般形式可记为算子方程： p an1 p ..
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Pseudo-inverse operator was first introduced by Fredholm in 1902,the notion of the pseudo-inverse is a concept frequently used in operator theory which has some practical concrete applications,see8,9.
伪逆算子的概念是Fredholm在1902年提出来的,伪逆算子是在算子理论中经常用到的概念,并且有一些实际的具体应用,参看文献8,9。
参考来源 - Hilbert空间中线性算子的伪逆算子及应用·2,447,543篇论文数据，部分数据来源于NoteExpress
显然，差分算子及其逆算子是阶乘幂多项式的方便工具。
Clearly, the difference operator or sum operator is the convenient tool for the polynomial of factorial powers.
与微分算子及其逆算子积分算子作比较，讨论了差分算子及其逆算子(和分)。
In comparison with the differential operator and its inverse - integral operator, the difference operator and its inverse (sum operator) are discussed in this paper.
由于求逆算子的敏感性，估计结果中小的误差也可能造成均衡器性能的显著损失。
Due to the sensitivity of inversion operator, minute errors in the estimation can incur considerable equalization performance degradation.
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