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1)  Wright-Fisher process
Wright-Fisher过程
1.
For evolutionary games in finite populations,the internal dynamical balances can be described as the Moran process or the Wright-Fisher process.
针对有限总体的进化博弈,其内在的动态平衡可以描述为Moran过程或者Wright-Fisher过程
2)  Wright-Fisher model
Wright-Fisher模型
3)  Fisher equation
Fisher方程
1.
Traveling wave speed and solution of Fisher equation;
一类Fisher方程的行波解及行波波速
2.
A new solitary wave solution to fisher equation;
Fisher方程的新孤波解
3.
Exp-function method and new exact solutions for Fisher equation
Exp函数法与Fisher方程新的精确解
4)  Fisher-type equations
Fisher类方程
5)  Burgers-Fisher equation
Burgers-Fisher方程
1.
In this paper, the numerical methods for the Burgers-Fisher equation of the initial-boundary problem are investigated.
本文研究了Burgers-Fisher方程初边值问题的数值解法。
2.
Aim The exact traveling wave solutions to nonlinear evolution equation and Burgers-Fisher equation were investigated.
目的研究非线性演化方程及Burgers-Fisher方程的精确行波解。
6)  Fisher-like equation
Fisher型方程
1.
In this paper,two mixed Jacobi-spherical harmonic spectral schemes are proposed for the Fisher-like equation in a ball.
本文提出了两种数值求解单位球内Fisher型方程的混合Jacobi-球面调和谱格式,并分别给出了格式的收敛性及相关的数值结果。
补充资料:Wright's stain
分子式:
分子量:
CAS号:68988-92-1

性质:密度0.8。熔点-98°C。沸点65°C。折射率1.52-1.522。闪点11°C。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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