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Round and Pfister forms
over R(t)
John Sollion Hsia and Robert Paul Johnson |
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Vol. 49 (1973), No. 1, 101–108
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Abstract |
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An anisotropic quadratic form ϕ is called round if ϕ≅aϕ whenever ϕ represents a≠0. All round forms over R(t) are completely determined. Connections with Pfister’s strongly multiplicative forms and with the reduced algebraic K-theory groups kn of Milnor are studied. |
Mathematical Subject Classification 2000
Primary: 10C05
Secondary: 15A63
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Milestones
Received: 14 August 1972
Published: 1 November 1973
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Authors |
| John Sollion Hsia | |
| Robert Paul Johnson | |
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