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Filtering by: Subject Matrices Creator Hill, Richard David

Generalization of the Ostrowski-Schneider main inertia theorem

Creator:

Hill, Richard David

Abstract:

As indicated by the title, this thesis generalizes the Main Inertia Theorem of Ostrowski and Schneider [8]. The first three results concern the formation of a polynomial function f(A, A*, H) so that the existence of an hermitian H for which f(A, A*, H) is positive definite is a necessary...

Resource Type:

Masters Thesis
Generalized inertia theory for complex matrices

Creator:

Hill, Richard David

Abstract:

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Resource Type:

Dissertation