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We investigate the asymptotic behavior of solutions.
We exhibit that the qualitative behavior of solutions is decided by a critical value.
Switching behavior of solutions of ordinary differential equations with abs-factorable right-hand sides.
This paper is primarily concerned with the large time behavior of solutions of this system.
asymptotic behavior of solutions to fractional difference equations.
However, the behavior of solutions near the critical point changes.
whose global behavior of solutions is easily derived.
The asymptotic behavior of solutions to SDEs is very important.
Figure 1 Behavior of solutions of stable system ( 20 ). Figure 2 Behavior of solutions of instable system ( 21 ).
Lindblad is also interested in existence, stability, and behavior of solutions to hyperbolic differential equations.
By investigating the behavior of solutions of linear equations, we can establish considerable results for the behavior of solutions of nonlinear equations.
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