A symbolic test for (i,j)-uniformity in reduced zero-dimensional schemes

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A symbolic test for (i, j)-uniformity in reduced zero-dimensional schemes

Let Z denote a finite collection of reduced points in projective n-space and let I denote the homogeneous ideal of Z . The points in Z are said to be in (i, j)-uniform position if every cardinality i subset of Z imposes the same number of conditions on forms of degree j . The points are in uniform position if they are in (i, j)-uniform position for all values of i and j . We present a symbolic ...

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A symbolic test for (i,j)-Uniformity in reduced zero-schemes

Let Z denote a finite collection of points in projective n-space and let I denote the homogeneous ideal of Z. The points in Z are said to be in (i, j)-uniform position if every cardinality i subset of Z imposes the same number of conditions on forms of degree j. The points are in uniform position if they are in (i, j)-uniform position for all values of i and j. We present a symbolic algorithm t...

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ژورنال

عنوان ژورنال: Journal of Symbolic Computation

سال: 2004

ISSN: 0747-7171

DOI: 10.1016/j.jsc.2003.10.001