Complete discrete and continuous invariants are defined for simultaneous similarity orbits of matrix tuples, inducing a finite decomposition into locally closed stable subsets each separated by invariant morphisms to the base field.
Bongartz: A remark on Friedlands stratification of varieties of modules, Communications in algebra,23(6),2163-2165 ( 1995 )
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Complete invariants for simultaneous similarity
Complete discrete and continuous invariants are defined for simultaneous similarity orbits of matrix tuples, inducing a finite decomposition into locally closed stable subsets each separated by invariant morphisms to the base field.