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复数形式
determinants
1
决定因素, 决定性因素
a determining or causal element or factor
2
行列式
a single number calculated from the elements of a square matrix that indicates important properties, like whether the matrix can be inverted
- If the determinant of a matrix is zero, the matrix is singular and does not have an inverse.
如果矩阵的行列式为零，则该矩阵是奇异的，没有逆矩阵。
- The determinant of a triangular matrix is the product of its diagonal elements.
三角矩阵的行列式是其对角元素的乘积。
- Understanding determinants is essential for advanced studies in eigenvalues and eigenvectors.
理解行列式对于特征值和特征向量的高级研究至关重要。
- The determinant provides insights into the stability and behavior of dynamical systems described by the matrix.
行列式提供了对由矩阵描述的动态系统的稳定性和行为的见解。
- In linear algebra, the determinant is used to determine the volume scaling factor of the linear transformation described by the matrix.
在线性代数中，行列式用于确定由矩阵描述的线性变换的体积缩放因子。
3
决定簇, 结合位点
the site on the surface of an antigen molecule to which an antibody attaches itself