给出了置换因子循环矩阵A=Percirc P（F_0^（k,h）,F_1^（k,h），＊＊＊,F_n-1^（k,h）和B=Percirc P（L_0^（k,h），L_1^（k,h）,＊＊＊,L_n-1^（k,h）的谱范数的上界与下界，得到了矩阵A与B的Kronecker积与Hadamard积的谱范数的一些界．%The upper and lower bounds for the spectral norms of the permutation factor circulant matrices A=Percirc P(F_0^(k,h),F_1^(k,h),***,F_n-1^(k,h) and B=Percirc P(L_0^(k,h),L_1^(k,h),***,L_n-1^(k,h) are given. In addition, some bounds for the spectral norms of Hadamard and Kronecker products of these matrices are obtained.
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