摘要
由线性代数中矩阵秩的理论,给出了解析几何中平面与平面,平面与直线,直线与直线相关位置的判断方法,拓广了矩阵秩理论的应用,简化了平面与直线相关位置的判断方法,强化了代数与几何的联系.
From the matrix order theory of linear algebra, Judging methods of relative positions are given out between plane and plane, plane and straight line, straight line and straight line in analytic geometry.it broadens the application of matrix order theory, simplifies judging methods of the relative positions between the plane and the straight line, strengthens the connections between algebra and geometry.
出处
《甘肃高师学报》
2008年第2期14-15,共2页
Journal of Gansu Normal Colleges
关键词
自线性方程组
矩阵秩
平面
直线
相关位置
Linear equation group
Matrix order
, Plane
Straight line
Relative position