展开定理 meaning in Chinese
expansion theorems
Examples
- In this paper , we clearly and strictly prove the asymptotic formulas for the eigenvalues and the expansion theorems
本文用留数方法清晰而严格的证明了特征值的渐进估计公式和特征展开定理。 - For the expansion theorems of self - adjoint dirac operator , it is difficult to prove it by using the method of integral equation
对于自伴dirac算子的特征展开定理的证明，用积分方程方法有一定的困难。 - By resorting to the residue method , the asymptotic formulas for the eigenvalues and the expansion theorems of dirac eigenvalue problems are proved under the self - adjoint and non - self - adjoint boundary conditions
本文用留数方法证明了自伴和非自伴的dirac算子的特征值估计和特征展开定理。 - The condition under which the dirac operator is self - adjoint is discussed under the general linear boundary condition between the interval of two points . for the expansion theorem of non - self - adjoint dirac operator , it is unable to use the method of integral equation . but under the linear boundary condition and unlocal boundary condition , the eigenvalue expansion problems of non - self - adjoint operator can still be discussed by using the residue method
对于非自伴dirac算子的特征展开定理已无法应用积分方程的方法，本文仍用留数方法对一个两点非自伴边界条件和一个非局部边界条件下产生的非自伴算子的特征展开问题进行了讨论，分别得到了它们的特征展开定理。