Computing the L-2 induced norm of a compression operator
From HotDec
Dullerud, G. E.
Systems & Control Letters 37:2 Download (full-text)
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Abstract
A new computationally viable approach is derived for computing the induced norm of a state space compression operator; that is an integral operator defined on the finite length space L2[0,h]. Determining this norm is a crucial component in the control analysis of both delay systems and sampled-data systems. The technique developed may have application to a wider variety of integral operators.
Author Keywords: Compression operator; H[infinity]-norm; delay systems; Sampled-data systems; Integral operators
