Search Constraints

Start Over
Filtering by: Creator McConnell, Chelsea A. Remove constraint Creator: McConnell, Chelsea A. Academic Affiliation Mathematics Remove constraint Academic Affiliation: Mathematics Subject Matrices Remove constraint Subject: Matrices

Search Results

  • 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
    Full Text:
    . A. (Narne) thesis is presented (Degree) Septernber 4, L964 in Mathernatics (Major) Date Title

  • Isoconjunctivity of hermitian matrices

    Creator:
    Vander Beek, John Wayne
    Abstract:
    In this thesis we define two nxn matrices T and S to be isoconjunctive if there exists an nxn nonsingular hermitian matrix H such that T = HSH. We then proceed to establish necessary and sufficient conditions that two nxn matrices T and S be isoconjunctive in the case where...
    Resource Type:
    Dissertation
    Full Text:
    - ular. In Chapter III we first obtain a canonical form, under contragradient conjunctivity, for a pair