What is the translation of " EIGENVALUES " in Chinese?

• 征值
• 特征值
• 的特征值

Examples of using Eigenvalues in English and their translations into Chinese

Spectrum and eigenvalues.
谱和特征值.

The eigenvalues of the covariance matrix can easily be shown to be.
这个协方差矩阵的特征值可以很容易地表示为.

What will happen when eigenvalues are roughly equal?
当特征值大致相等时会发生什么？?

The diagonal entries of this matrix are the eigenvalues of T.
这个矩阵的对角元素是T的特征值。

It is easy to see that the eigenvalues lie in the approximate point spectrum.
容易看出特征值属于近似点谱。

In the 2D case, we obtain two eigenvectors and two eigenvalues.
在2D情况下，我们得到两个特征值和两个特征值。

Thus, a and b are the eigenvalues corresponding to u and v, respectively.
所以，a和b是分别是对应于u和v的特征值。

(A limiting case of type VI where both eigenvalues are equal.).
VI型的一种极限情形，两个本征值相等。

And Eigenvalues for non-linear systems and Special trigonometric Functions.
和非线性的系统和特别的三角函数的特征值。

Suppose that we want to compute the eigenvalues of a given matrix.
假设我们想要计算给定矩阵的特征值。

The left Cauchy-Green deformation tensor also has the principal stretches as eigenvalues.
左柯西-格林变形张量也具有主伸长率作为特征值。

If it does not equal -1, some eigenvalues and all eigenvectors are meaningless.
如果它不等于-1，一些特征值和所有的特征向量是毫无意义的.

This is the case when M is nilpotent but not 0(eigenvalues all 0).
这是M幂零但不等于0的情形（所有本征值为零）。

He also showed, in 1829, that the eigenvalues of symmetric matrices are real.
他还在1829年就在行列式的框架中证明了实对称矩阵特征根为实数的结论。

The right Cauchy-Green deformation tensor also has the principal stretches as eigenvalues.
右柯西-格林变形张量也具有主伸长率作为特征值。

Having determinant±1 and all eigenvalues of magnitude 1 is of great benefit for numeric stability.
有行列式±1和所有模为1的特征值是对数值稳定性非常有利的。

But a matrix is positive definite when and only when all its eigenvalues are positive.
矩阵是正定的当且仅当其特征值都是正数。

Eigenvalues: In discussing their approach to time travel, Tony Stark and Bruce Banner mention eigenvalues.
特征值：在讨论他们的时间旅行方法时，角色TonyStark和BruceBanner提到了。

Not every matrix can be decomposed into eigenvalues and eigenvectors.
不是每个矩阵都可以分解成特征值和特征向量。

However an operator on an infinite-dimensional space may have additional elements in its spectrum, and may have no eigenvalues.
然而，无限维空间上的算子在谱中可能有其他元素，并且可能没有特征值。

Not every matrix can be decomposed into eigenvalues and eigenvectors.
不是每一个矩阵都可以分解成特征值和特征向量。

Note: For a regular structure with eigenvalues in only one direction, only one shear force for the considered direction will be obtained.
注意：在只有一个方向上具有特征值的规则结构中，对于所考虑的方向只能得到一个剪力。

Thus the spectrum of an operator always contains all its eigenvalues, but is not limited to them.
因此，算子的谱总是包含其所有特征值，但却不限于此。

In this case, the term eigenvector is used in a somewhat more general meaning, since the Fock operator is explicitly dependent on the orbitals and their eigenvalues.
在这个情况下，特征向量一词可以用于更广泛的意义，因为Fock算子显式地依赖于轨道和它们地特征值。

This is most likely an example of movie math talk for effect, as eigenvalues are a fairly low-level(basic) concept in linear algebra.
这很可能是电影数学谈论效果的一个例子，因为特征值是线性代数中相当低级（基本）的概念。

However, non-convex problems can have much more complicated landscapes that involve degenerate saddle points- points whose Hessian is positive semidefinite and have 0 eigenvalues.
然而，非凸问题的外形更加复杂，含有退化鞍点（degeneratesaddlepoints）--Hessian矩阵是半正定的，有0特征值。

The continuous spectrum therefore consists of those approximate eigenvalues which are not eigenvalues and do not lie in the residual spectrum.
因此，连续谱由那些不是特征值且不在剩余谱中的近似特征值构成。

Normally, physicists describe quantum systems using highly symmetric mathematical matrices whose solutions, or“eigenvalues,” correspond to the system's energy levels.
通常，物理学家使用高度对称的数学矩阵来描述量子系统，其解或“特征值”对应于系统的能级。