一个求特征值的问题
今天13级数院的JJ发来提问:
求对称矩阵
A=(a211a11a12+1a11a13+1⋯a11a1n+1a11a12+1a222a22a23+1⋯a22a2n+1a11a13+1a22a23+1⋱⋱⋮⋮⋮⋱a2n−1,n−1an−1,n−1an−1,n+1a11a1n+1a22a2n+1⋯an−1,n−1an−1,n+1a2nn)的特征值.
今天13级数院的JJ发来提问:
求对称矩阵
A=(a211a11a12+1a11a13+1⋯a11a1n+1a11a12+1a222a22a23+1⋯a22a2n+1a11a13+1a22a23+1⋱⋱⋮⋮⋮⋱a2n−1,n−1an−1,n−1an−1,n+1a11a1n+1a22a2n+1⋯an−1,n−1an−1,n+1a2nn)的特征值.
高等代数 特征值 Comments(0) 2015年9月22日 04:28