Exact(20)
For example, if one component of f (i) is increased, other components will decrease because of the normalization.
In order to counter this effect, the value of the maximal synaptic conductance g i is increased so as to effectively increase the strength of synaptic inhibition.
As shown in these figures, when (V_{iv}^) (i.e., average speed of vehicle ν of plant i) is increased, the value of the first objective function (i.e., time) is decreased.
Moreover, it can be seen from Eq. (12) that if the uplink capacity C ( γ i R ) of terminal T i is increased, the allocated time for that terminal decreases.
Assuming that t i # < t j # (case 1) at ( {widehat{x}}_{ij}^0 ), after t ij ∗ and at ( tilde{x} ) around ( {widehat{x}}_{ij}^0 ) the cost of lot i is increased yet still V-shaped whereas that of lot j is maintained along a half-line where it decreases with ( tilde{x} ) (as shown in Fig. 3).
This occurs, for example, when the feeding range of i is increased just enough to include the niche position of j.
Similar(39)
From (2.12) we can easily prove that (G(I)) is decreasing and (H(I)) is increasing.
To see that f ∗ ∈ F, note that since each f i is increasing, so is f ∗.
For fixed, (i) is increasing with respect to, (ii)if, then is Schur-concave with respect to.
We assume that θ i is increasing for 0≤ i≤ N−1.
As a consequence, z i is increasing and each root can be identified by this property, which means each value of y i can be obtained.
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