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• W3092583600 abstract "In the context of signed line graphs, this article introduces a modified inflation technique to study strong Gram congruence of non-negative (integral quadratic) unit forms, and uses it to show that weak and strong Gram congruence coincide among positive unit forms of Dynkin type A. The concept of inverse of a quiver is also introduced, and is used to obtain and analyze the Coxeter matrix of non-negative unit forms of Dynkin type A. Connected principal unit forms of such type are also classified." @default.
• W3092583600 created "2020-10-15" @default.
• W3092583600 creator A5058118675 @default.
• W3092583600 date "2020-10-09" @default.
• W3092583600 modified "2023-10-01" @default.
• W3092583600 title "A graph theoretical framework for the strong Gram classification of non-negative unit forms of Dynkin type A" @default.
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