1) power exponential function generalization
幂指推广
1.
Offers the well-known weighted generalization and power exponential function generalization,so they have generalized the results in some papers.
给出了著名的Neuberg-Pedoe不等式的加权推广、幂指推广,从而推广了文献[1,2]中的结论。
2) The Generalization on Power Series
幂级数的推广
3) Generalized index of convergence
广义幂敛指数
4) index of generalized
广义幂等指数
1.
We also discuss the relation between the rank of nonnegative generalized idempotent matrices and its index of generalized idempotent.
并讨论了广义幂等矩阵的秩与其广义幂等指数的关系，推广了［２］中的部分结论。
5) generalized power-exponential function method
广义幂-指函数法
1.
0 and generalized power-exponential function method,the generalized symmetric regularized long wave equation with arbitrary order nonlinear term is studied,the kink-shaped and bell-shaped solutions of the equation were got,this approach can also be applied to solve other evolution equations.
0软件、广义幂-指函数法研究了具有任意阶非线性项的广义对称正则长波方程,得到了方程的扭状行波解和钟状行波解,这种方法也适合研究其它的非线性发展方程。
2.
0,a generalized Zakharov-Kuznetsov equation was studied by a generalized power-exponential function method.
0软件和广义幂-指函数法研究了广义Zakharov-Kuznetsov方程,得到了方程的扭状行波解和钟状行波解,这种方法也适合研究其它的非线性发展方程。
3.
0 software and generalized power-exponential function method,the volution equation with arbitrary order nonlinear term is studied,the kink-shaped and bell-shaped solutions to the equation were got,this approach can also be applied to solve other evolution equations.
0软件、广义幂-指函数法研究了具有任意阶非线性项演化方程,得到了方程的扭状行波解和钟状行波解,这种方法也适合研究其它的非线性发展方程。
6) improved generalized power function
改进的广义幂指函数法
1.
0 software and improved generalized power function,the paper studies modified improved Boussinesq equation.
0软件、改进的广义幂指函数法研究了Modified Improved Boussinesq方程,得到了方程的精确解,这种方法也适合研究其它的非线性发展方程。
补充资料：幂指方程
<数>在方程中出现底数和指数中同有未知数的项的方程。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条