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On the intersection of a Hermitian curve with a conic

机译:在Hermitian曲线与圆锥曲线的交点上

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摘要

Let be a Hermitian curve and let Γ be a conic of PG(2, q 2). In this paper we determine the possible intersection configurations between Γ and under the hypotheses that Γ and either share two points with the same tangent lines or contain a common Baer subconic. Moreover, the intersection configurations between a degenerate Hermitian curve and a conic sharing a Baer subconic are also determined.
机译:设Hermitian曲线,设Γ为PG(2,q 2 )的圆锥。在本文中,我们确定了Γ和Γ之间的可能交点配置,假设Γ和要么共享具有相同切线的两个点,要么包含一个共同的Baer次圆锥。此外,还确定了退化的埃尔米特曲线和共享Baer次圆锥的圆锥之间的相交配置。

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