Title : Structured Factorizations in Scalar Product Spaces

Abstract :
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We consider divers structured matrix condition numbers and structured backward 
errors. We show that for most matrices belonging to Lie and Jordan algebras 
associated with a scalar product that is orthosymmetric and unitary, there is 
no or little difference between the structured case and the unstructured case. 
Hence, for these classes of matrices, the usual unstructured perturbation 
analysis is sufficient.

This is a joint work with Françoise Tisseur (University of Manchester)
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