向量行列式与广义Cramer法则

The Determinants of Vector And The Generdized Cramer's Rule

本文在数域Ｆ上的向量空是Ｖ（Ｆ）中定义了向量行列式，给出了向量行列式的主要性质，得到了未知量是向量的线性方程的广义 Ｃｒａｍｅｒ法则．

In this paper, the determinants of vector are defined in vector space V(F) over field F, gived the main properties of the determinants of vector and gained generalized Cramer's rule of the linear equatims with unkown vectors.