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Communications of the Korean Mathematical Society = 대한수학회논문집, v.20 no.1, 2005년, pp.15 - 21
CHO, SOO-JIN (Department of Mathematics Ajou Univrsity)
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Null designs on the poset of dual polar spaces are considered. A poset of dual polar spaces is the set of isotropic subspaces of a finite vector space equipped with a nondegenerate bilinear form, ordered by inclusion. We show that the minimum number of isotropic subspaces to construct a nonzero null...
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