J. H. H. Chalk
Abstract
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Let be an indefinite quadratic form in the integer variables x1, . . . , xn with real coefficients of determinant D = ||ars||(n) ≠ 0. The homogeneous minimum MH(Qn) and the inhomogeneous minimum MI(Qn) of Qn(x) are defined as follows :
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Let be an indefinite quadratic form in the integer variables x1, . . . , xn with real coefficients of determinant D = ||ars||(n) ≠ 0. The homogeneous minimum MH(Qn) and the inhomogeneous minimum MI(Qn) of Qn(x) are defined as follows :
Key concepts: Mathematics, Homogeneous, Quadratic equation, Integer (computer science), Combinatorics, Quadratic form (statistics), Pure mathematics, Geometry