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The similar skew-symmetric structure is extended from the autonomous case to the non-autonomous case.
In the next theorem we consider the autonomous case.
Necessary and sufficient conditions for the permanence of the autonomous case of (1.1) with two-species.
In [13], Zhang, Wu and Lu have proved this theorem in the autonomous case.
Note that an autonomous case of (1.1) was studied in [7].
The results obtained in this paper are still new even for the autonomous case.
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With this respect, see the introduction in [8], where different eventually autonomous cases are listed for related NLSEs arising in nonlinear optics.
Over finite dimensional spaces, the uniform exponential stability of the Cauchy problem ((Lambda_{n}, gamma, theta_{0})) in discrete and continuous autonomous cases has been investigated in [20, 23].
We recall the results about non-autonomous case for two subcases.
However, also in the non-autonomous case, they hold in many relevant situations.
There are also many scholars who argued that the non-autonomous case is more suitable.
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