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Let K be either the real, complex, or quaternion number system and let O(K) be the corresponding integers. Let x = (x1, . . . , xn) be a vector in Kn. The vector x has an integer relation if there exists a vector m = (m1, . . . ,mn) ∈ O(K)n, m = 0, such that m1x1+m2x2+ . . .+mnxn = 0. In this paper we define the parameterized integer relation construction(More)
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