Hi guys,
I tried a search for Matrix continuity but could only find a matrix inverse. My question is
To prove that Matrix is continuous or continuously differentiable over R, do we just prove every element in the matrix holds, or is there some other way?
i.e. I think we normally prove a matrix being Lipschitz continuous is by using norms of the matrics, is there a similar technique for just continuous
or continuous differentiable ?
Thanks in advance.
I tried a search for Matrix continuity but could only find a matrix inverse. My question is
To prove that Matrix is continuous or continuously differentiable over R, do we just prove every element in the matrix holds, or is there some other way?
i.e. I think we normally prove a matrix being Lipschitz continuous is by using norms of the matrics, is there a similar technique for just continuous
or continuous differentiable ?
Thanks in advance.