In this paper, through treating lines reciprocal transformation to a matrix, cogradiently reach the eigenvalue and eigenvector of a matrix, to solve the question treat a eigenvalue under without parameters, and given some advanced theorems.
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美
- 摘要通過(guò)對矩陣進(jìn)行行列互逆變換，同步求出矩陣特征值及特征向量，解決了不帶參數求特征值問(wèn)題，并給出一些新定理。
