由实验观测值反求佛哈斯特方程中的参数
유실험관측치반구불합사특방정중적삼수
The Recovery of Parameter of the Verhulst Equation by the Experimental Observations
  • 万方数据
    赣南师范学院学报 공남사범학원학보
    JOURNAL OF GANNAN TEACHERS COLLEGE
    2011年 6期 21-24 ,共4页

    黄瑶%罗兴钧%李繁春

    황요%라흥균%리번춘

    数值微分%分段线性Lagrange插值法%反问题 數值微分%分段線性Lagrange插值法%反問題
    수치미분%분단선성Lagrange삽치법%반문제
    numerical differentiation%piecewise linear lagrange interpolation method%inverse problem
    采用分段线性Lagrange插值法，给出了由实验观测数据反求佛哈斯特方程中的参数的计算方法，算例证实了算法的有效性．
    채용분단선성Lagrange삽치법，급출료유실험관측수거반구불합사특방정중적삼수적계산방법，산예증실료산법적유효성．
    This paper presents a calculation strategy for the recovery of the parameter of Verhulst equation by the observed data of experiment with piecewise linear Lagrange interpolation method. Finally, numerical experiment is given to illustrate the efficiency of the method.
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