affine subspace 中文意思是什麼

affine subspace 解釋
仿射子空間
  • affine : adj. 【數學】遠交的,仿射的。
  • subspace : n. 【數學】子空間。
  1. A geometric transversal is defined to be an affine subspace ( such as a point, a line, a plane, or a hyperplane ) intersecting every member of a given family. in part i we discuss three kinds of such problems. in chapter 2 we discuss point transversal to a family of translates of a convex sets in the plane, where we prove a famous conjecture of griinbaum ' s by a concrete and straightforward method for some special cases

    如果一仿射子空間(如一個點,一條直線,一個平面,或一個超平面)與一給定集族的每一個元都相交,則我們稱該仿射子空間為該給定集族的一個幾何橫截(點橫截,直線橫截,平面橫截等) ,也稱該仿射子空間橫截該給定集族。
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