Classification of all noncommutative polynomials whose Hessian has negative signature one and a noncommutative second fundamental form (Q1031816)
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| Language | Label | Description | Also known as |
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| English | Classification of all noncommutative polynomials whose Hessian has negative signature one and a noncommutative second fundamental form |
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Classification of all noncommutative polynomials whose Hessian has negative signature one and a noncommutative second fundamental form (English)
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2 November 2009
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Continuing their studies of polynomials in non-commuting variables, the authors determine in this paper the structure of a symmetric non-commutative polynomial whose Hessian has negative signature one and a non-commutative second fundamental form. Motivations from both geometry and engineering are presented.
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noncommutative polynomials
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