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2-Ranks of incidence matrices associated with conics in finite projective planes

机译:有限投影平面中与圆锥相关的入射矩阵的2级

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摘要

In this article, we investigate geometric properties of the secant-internal neighbors of internal points and the passant-external neighbors of external points in classical finite projective planes; we calculate the 2-ranks of the incidence matrices of internal points versus their secant-internal neighbors and external points versus their passant-external neighbors using a combination of techniques from both finite geometry and linear algebra.
机译:在本文中,我们研究了经典有限射影平面中内部点的割线-内部邻居和外部点的通过线-外部邻居的几何性质;我们使用有限几何和线性代数的技术组合,计算了内部点与它们的割线-内部邻居,外部点与它们的传递-外部邻居的发生矩阵的2级。

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