determinantal
「determinantal」的意思
adj. 以行列式表示的；行列式的
adj.[数]行列式的,以行列式表示的
「determinantal」的用法
determinantal行列式的，决定性的 - 用于描述矩阵的性质或方程组的解
「determinantal」的例句
The determinant of a matrix is a scalar value that can be computed from the elements of a square matrix and encodes certain properties of the matrix.
矩阵的行列式是一个标量值，可以从方阵的元素计算得出，并且编码了矩阵的一些性质。
In linear algebra, the determinant is a useful property that can be used to determine whether a system of linear equations has a unique solution.
在线性代数中，行列式是一个有用的性质，可以用来确定线性方程组是否有唯一解。
The determinant can also be used to find the inverse of a matrix, if it exists.
行列式还可以用来找到矩阵的逆（如果存在的话）。
Determinants are also used in various areas of mathematics, including geometry and calculus.
行列式在数学的许多领域都有应用，包括几何和微积分。
For example, in geometry, determinants are used to calculate areas and volumes of geometric shapes.
例如，在几何学中，行列式用于计算几何形状的面积和体积。
In calculus, determinants are used in the computation of Jacobian matrices.
在微积分中，行列式用于计算雅可比矩阵。
The determinant is also an important concept in statistics, where it is used to calculate the correlation between variables.
在统计学中，行列式也用于计算变量之间的相关性。
In computer science, determinants are used in algorithms for solving systems of linear equations and in computer graphics for transformations.
在计算机科学中，行列式用于解决线性方程组的算法以及在计算机图形学中的变换。
Determinants have applications in many other fields as well, including economics and engineering.
行列式在经济学和工程学等其他领域也有应用。