代数超曲面的阶和代数丛的级

The Order Of Algebraic Hypersurface And;Tht Grade of Algebraic Bundle

本文讨论了代数超曲面的阶等于它在一条直线上的（实和虚）点的个数，代数丛的级等于它通过一个ｎ－２维平面的（实和虚）超平面的个数等代数超曲面性质。

Abstract In this paper, Some properties of algebraic hypersurface such as that the order ofalgebraic hypersurface equals to the number of its points(real or imaginary)on a straight line andthe grade of the algebraic bundle equals to the number of its hyperplane through n-2 dimensionplane are discussed.