adjoint operator
英
美
伴随算符（运算子）
双语例句
- In this dissertation a new recursive formula for computing normal forms based on the adjoint operator method of dynamical systems is first introduced.
本文在共轭算子法的基础上，推导出一个新的计算多维动力系统规范形的迭代公式。 - Dynamics Theory and Application Research of Chained Multibody System Based on the Representation of Adjoint Operator
基于伴随变换算子表示的链式多体系统动力学理论与应用研究 - First an improved adjoint operator method is briefly introduced. Then, a general six dimensional nonlinear system is analyzed to drive the formula of computing the third order normal form.
首先简要介绍了这种改进的共轭算子法，然后通过一般形式的六维非线性系统推导出了计算三阶规范形的公式。 - The adjoint and resolvent of a second order partial differential operator
二阶偏算子的共轭算子及预解式 - A method of discrete adjoint operator in data assimilation for the prediction of the vertical distribution of sea temperature
海水温度垂直分布预报数据同化的离散伴随算子法 - Self-Adjoint domain of Dirac operator with classical method
一维正则Dirac算式自伴域的古典刻画 - The notion of the adjoint operator of a module homomorphism defined on a densely submodule of a complete random inner product module is introduced and discussed, in particular the closedness of adjoint operators is proved.
对定义在完备随机内积模的稠子模上的模同态引入了共轭算子的概念并讨论其基本性质，尤其证明了共轭算子的闭性。 - Deeply study the relationship between the Riemannian metric and the adjoint operator Ad kk?
对Riemannian流形中的度规与空间伴随算子的内在联系作了深入研究，并给出了具体的映射关系。 - An improved adjoint operator method is employed to compute the third order normal form of six dimensional nonlinear dynamical systems and the associated nonlinear transformation for the first time.
本文首次用一种改进的共轭算子法研究了六维非线性系统的三阶规范形以及所用的非线性变换。 - The aim of this note is to give the range of adjoint of random operator and the metrization of random measure space
本文研究了随机共轭算子的值域及随机测度空间的度量性 - Application of the theorem of inverse hilbert& adjoint operator in finite element method
Hilbert伴随算子逆定理在有限元法中的应用 - A system procedure is proposed to derive the variational principle for a non self adjoint low frequency eddy current problem through adjoint operator and adjoint function.
利用伴随算子和伴随场函数，建立了低频涡流电磁场中非自伴算子问题的一般变分描述。