It is presented that when the matric A is real and λi≠λj (i≠j,i,j=,,…,n),bj is only and real.
It is presented that when the matric A is real and λi≠λj (i≠j,i,j=,,…,n),bj is only and real.
本文证明了当A为实矩阵，且λi≠λj（i≠j，i，j＝，，…，n），时，bj是唯一的且是实数；
It is presented that when the matric A is real and λi≠λj (i≠j,i,j=,,…,n),bj is only and real.
本文证明了当A为实矩阵，且λi≠λj（i≠j，i，j＝，，…，n），时，bj是唯一的且是实数；