论文标题
非线性jacobi型方程的新的非本地常数和第一积分
New nonlocal constants and first integrals for nonlinear Jacobi-type equations
论文作者
论文摘要
我们证明了一组通用定理，可为非线性jacobi型普通微分方程提供新的非本地常数和第一积分。应用包括painleve-gambier分类的方程式。
We prove a set of general theorems that provide new nonlocal constants and first integrals for nonlinear Jacobi-type ordinary differential equations. Applications include equations of the Painleve-Gambier classification.
