- Thread starter
- #1

$$

\begin{array}{lcl}

\frac{du_1}{d\tau} & = & u_1(1 - u_1 - a_{12}u_2)\\

\frac{du_2}{d\tau} & = & \rho u_2(a - a_{21}u_1)

\end{array}

$$

So $(0,0)$ and $(1,0)$. Are there any more? If so, how did you find them?

- Thread starter dwsmith
- Start date

- Thread starter
- #1

$$

\begin{array}{lcl}

\frac{du_1}{d\tau} & = & u_1(1 - u_1 - a_{12}u_2)\\

\frac{du_2}{d\tau} & = & \rho u_2(a - a_{21}u_1)

\end{array}

$$

So $(0,0)$ and $(1,0)$. Are there any more? If so, how did you find them?

- Jan 26, 2012

- 183

What if

$1−u_1 −a_{12} u_2 = 0$ and $a−a_{21} u_1 = 0$?

$1−u_1 −a_{12} u_2 = 0$ and $a−a_{21} u_1 = 0$?

- Thread starter
- #3

I figured it out awhile ago but thanks.What if

$1−u_1 −a_{12} u_2 = 0$ and $a−a_{21} u_1 = 0$?