摘要
利用Cauchy-Schwitz不等式给出两个非负矩阵A与BHadamard积的谱半径一组上界,并且与前人给出的结果进行比较,通过例子验证所得的估计结果在一定条件下更为精确.
The author found a new upper bound of p （A.B） which was the spectral radius of Hadamard product of two nonnegative matrices A and,B by using Cauchy-Schwitz inequality and compared the new type upper bound with the classical results. Finally, example is given to show that the bounds are better than the previous results.
出处
《河南城建学院学报》
CAS
2012年第3期64-66,共3页
Journal of Henan University of Urban Construction
