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These equations admit two types of constant solutions.
This equation has two constant solutions (t = alpha _{1}/3), (t = alpha_{2}/3).
This equation has two constant solutions, t = α 1 / n, t = α 2 / n.
Also, necessary and sufficient conditions for the existence of asymptotically constant solutions and maximal solutions are given.
In this section, the asymptotic behavior of non-negative and positive constant solutions to (1.1) is examined.
In the present paper, we study the three types of solutions: asymptotically zero solutions, asymptotically constant solutions, and unbounded solutions.
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In the area known geologically as "New" Appalachia, especially where there are softer limestone rocks that yield to the constant solution by water and weak acids, numerous caves are a distinctive feature of the physiography.
If, then is a constant solution.
It is clear that (2.14) has no constant solution.
First note that (2.19) has no constant solution.
This means that (25) has an asymptotically constant solution.
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