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Figure 1 Numerical solutions of the system ( 3.1a )-( 3.1b ).
This transformation does not affect the solutions of the system.
Then we show the nonexistence of nonconstant positive steady-state solutions of the system.
It follows from (5.7) that (u*, v*) and (u*, v*) are solutions of the system (5.3).
Since, are weak solutions of the system we have that satisfies (3.30).
There are a few possibilities else for searching for solutions of the system (12).
Thus, we have obtained the complete classical solutions of the system.
(3) We are interested in stability of solutions of the system.
In view of Lemma 2.2, we determine the mild solutions of the system (2.1 - 2.2 2.1 - 2.2
We know that is the set of all solutions of the system of equilibrium problem (1.2).
Based on the optimal system, similarity reductions and explicit solutions of the system are presented.
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CEO of Professional Science Editing for Scientists @ prosciediting.com