摘要
弹性函数是研究当自变量有微弱变化时 ,函数的相对变化率 .本文构造一条初始弹性直线 ,弹性函数就是函数的切线斜率与初始弹性直线斜率之比 ;也是函数在弹性支点的微分与初始弹性直线在弹性支点的增量之比 .
Elastic function is the research into the relative change rate of the function where the independent variable has a slight change. This paper constructs an initial elastic straight line. The elastic function is the ratio between the tangent slop of the function and the initial straight line slope; is also the ratio between the differential of the function at the elastic fulcrum and the increment of the initial elastic straight line at the elastic fulcrum.
出处
《大学数学》
2003年第4期6-9,共4页
College Mathematics
关键词
弹性函数
初始弹性直线
弹性支点
弹性角
几何解释
elastic function
initial elastic straight line
elastic fulcrum
elastic angle
geometric interpretation