However, as it has the complexity exponential in N−M [63 65], the GSD cannot be applicable to the ILS problem with M≪N.
On the other hand, this non-contact wettability assessment system is free from the effect of ambient humidity, because it is an in-liquid method, although the proposed method cannot be applicable to the wettability assessment in dry condition.
Since system (1) does not require the delays to be constants, furthermore, the model is nonautonomous and includes fuzzy operation, it is clear that the results obtained in [12, 14, 20 23] cannot be applicable to system (1).
It is clear that the results in [11 13] and the references therein cannot be applicable to system (4.1) to prove the global exponential stability of a positive almost periodic solution.
It is obvious that all results in [3, 4] and the references therein cannot be applicable to prove that all solutions of system (4.1) converge exponentially to a positive periodic solution since the system has time-varying coefficients and delays.
It is clear that all the results in [25 35] and the references therein cannot be applicable to prove that all the solutions of (4.1) converge exponentially to the positive almost periodic solution.
It is clear that all the results in [8, 9] and the references therein cannot be applicable to prove that all solutions to model (4.1) with initial value (1.4) converge exponentially to the positive equilibrium.
It is clear that all the results in [1, 2, 10, 11, 24] and the references therein cannot be applicable to prove that there exist two 2π-positive periodic solutions for model (3.1).
However, an identical set of policy interventions cannot be applicable to all farm types since current resource use efficiencies and adaptability of these farm types for change in policies differed substantially.
