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December 20th, 2007, 02:46 PM  #1 
Newbie Joined: Dec 2007 Posts: 1 Thanks: 0  Asymptotic Property of Matrices Borrowed from Real Numbers
Suppose U matrices: A1, A2, ..., AU. I think that if the norms of them are much smaller than unity, the following property is in effect: (I+A1)(I+A2)...(I+AU) almost equal to I+A1+A2+...+AU. (a) Do you agree? (b) Do you know any testbook that contains something similar? Thank you in advance. 

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asymptotic, borrowed, matrices, numbers, property, real 
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