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Geometric construction of some families of two-class and three-class association schemes from nondegenerate quadrics in characteristics two

机译:特征2中非退化二次方程的某些二类和三类关联方案族的几何构造

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摘要

Taking nondegenerate quadrics in projective space over finite fields of ch.=2, we construct some families of two-class and three-class association schemes, and calculated their parameters. Moreover, for the three-class association scheme, we also compute all its eigenvalues, correspond- Ing multiplicities and the character table, and prove that it is a P-polynomial association scheme.
机译:以ch。= 2的有限域上的射影空间中的非退化二次曲面为例,我们构造了两类和三类关联方案的族,并计算了它们的参数。此外,对于三类关联方案,我们还计算了其所有特征值,对应的Ing多重性和字符表,并证明它是P多项式关联方案。

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