论文标题
谐波矩阵中的谐波结合
Harmonic Conjugation in Harmonic Matroids
论文作者
论文摘要
我们研究了谐波共轭概念从射影几何和完整代数矩阵到较大类称为\ emph {谐波Matroids}的较大类的矩形的概念。我们使用谐波共轭来构建一个谐波序列的投射平面，而无需使用弹性几何形状的公理。作为一种特殊情况，我们在完整的代数矩阵中具有构造平面的组合构造。
We study a generalization of the concept of harmonic conjugation from projective geometry and full algebraic matroids to a larger class of matroids called \emph{harmonic matroids}. We use harmonic conjugation to construct a projective plane of prime order in harmonic matroids without using the axioms of projective geometry. As a particular case we have a combinatorial construction of a projective plane of prime order in full algebraic matroids.
