vector propio
(線形代数)固有ベクトル
任意の正方行列に対して、特徴方程式を満たす固有ベクトルが少なくとも1つ存在します。
For every square matrix, there is at least one eigenvector that satisfies the characteristic equation.
Don't have an account? Sign up
Do you have an account? Login
DiQt
Free
★★★★★★★★★★