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SIAM Journal on Applied Mathematics, 1993Given \(\varepsilon>0\), a complex number \(z\) is in the \(\varepsilon\)- pseudospectrum of a matrix \(A\), or a closed linear operator \(A\) densely defined in a Hilbert space \(H\), if \(z\) is the resolvent set of \(A\) and \(\|(zI-A)^{-1}\|\geq\varepsilon^{-1}\) or \(z\) is in the spectrum of \(A\); if \(A\) is a square matrix, \(z\) is ...
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