| Contents |
| In this paper we study the asymptotic behavior of the positive
solutions of the system of two difference equations
\[
x_{n+1}=ay_n+b x_{n-1}e^{{-y_n}},\ \ y_{n+1}=cx_n+d
y_{n-1}e^{{-x_n}}, \ \ n=0,1,\ldots
\]
where $a,b,c,d$ are positive constants and the initial values
$x_{-1}, x_0, y_{-1}, y_0$ are positive numbers. |
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