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隐函数定理 meaning in Chinese

implicit function theorem
theorem of implicit functions

Examples

  1. A complete analysis must build on the implicit function theorem .
    完整的分析必须建立在隐函数定理的基础上。
  2. Second part , using approximation method and implicit function theorem , we obtain the existence of large amplitude 2 - periodic bouncing for damped linear impact osillator with mutiple impacts in one period
    在第二部分里,我们运用逼近框架与隐函数定理,对于带小阻尼的线性碰撞振子,证明了在一周期内发生多次碰撞的大振幅2 -周期解的存在性。
  3. Then with implicit function theorem the flexible workspace is dealt with . by using the jacobian matrix of the hybrid input mechanism , the sensitivity of output is obtained . then the condition number of jacobian matrix is derived
    进而研究平面闭链机构的柔性工作空间,并利用隐函数定理快速地推导出平面闭链5r和4rp机构的工作空间的边界条件。
  4. In latter part of chapter three , some exciting properties of the revised lagrangian function discussed first , which leads to form a dual algorithm of cora or cot . convergence theorem proved by banach perturbation theorem , bertsekas implicit function theorem ii and by analyzing hesse matrix of revised largrangian function
    另一类是构造相应的lagrange函数及其一种对偶算法的迭代格式,讨论了修正lagrange函数的性质,并借助banach扰动定理及bertsekas第h隐函数定理,及对修正lagrange函数hesse阵分析,证明了该算法的收敛性

Related Words

  1. 中点定理
  2. 畸变定理
  3. 密度定理
  4. 卸载定理
  5. 等价定理
  6. 表象定理
  7. 惯性定理
  8. 多方定理
  9. 凸定理
  10. 正确性定理
  11. 隐函数变换
  12. 隐函数的存在性定理
  13. 隐函数法计算
  14. 隐函数法计算 隐式计算
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