例句與造句

1. The continuous spectrum therefore consists of those approximate eigenvalues which are not eigenvalues and do not lie in the residual spectrum.
2. Power iteration finds the largest eigenvalue in absolute value, so even when is only an approximate eigenvalue, power iteration is unlikely to find it a second time.
3. So the spectrum includes the set of "'approximate eigenvalues "', which are those ? such that is not bounded below; equivalently, it is the set of ? for which there is a sequence of unit vectors " x " 1, " x " 2, . . . for which
4. So typically the method is used in combination with some other method which finds approximate eigenvalues : the standard example is the bisection eigenvalue algorithm, another example is the Rayleigh quotient iteration, which is actually the same inverse iteration with the choice of the approximate eigenvalue as the Rayleigh quotient corresponding to the vector obtained on the previous step of the iteration.
5. So typically the method is used in combination with some other method which finds approximate eigenvalues : the standard example is the bisection eigenvalue algorithm, another example is the Rayleigh quotient iteration, which is actually the same inverse iteration with the choice of the approximate eigenvalue as the Rayleigh quotient corresponding to the vector obtained on the previous step of the iteration.
6. It's difficult to find approximate eigenvalue in a sentence. 用approximate eigenvalue造句挺難的