Andreas Steenpaß

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Although Buchberger's algorithm, in theory, allows us to compute Gr&#246;bner bases over any field, in practice, however, the computational efficiency depends on the arithmetic of the ground field. Consider a field <i>K</i> = <i>Q</i>(&alpha;), a simple extension of <i>Q</i>, where &alpha; is an algebraic number, and let <i>f</i> &#8712; <i>Q</i>[<i>t</i>](More)
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