ARITHMETIC PROPERTIES OF THE TERNARY QUADRATIC FORM 3x² + 6y² + 14z² + 4yz + 2zx + 2xy.
Autor: | Münkel, Florian, Pehlivan, Lerna, Williams, Kenneth S. |
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Zdroj: | Integers: Electronic Journal of Combinatorial Number Theory; 2022, Vol. 22, p1-53, 53p |
Abstrakt: | In this paper we study the arithmetic properties of the ternary quadratic form 3x² + 6y² + 14z² + 4yz + 2zx + 2xy. This is the ternary quadratic form of least discriminant, which is conjectured, but has not been proven, to be regular. [ABSTRACT FROM AUTHOR] |
Databáze: | Complementary Index |
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