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Exact(26)
We simply assume s i is always unity.
Note that A i is always a subset of N i, i.e., A i ⊆ N i.
So, g i is always a convex function and has a minimum value at (xms, yms).
According to (4), the residue r m v, i of the number d i is always smaller than d i.
Moreover, by substituting (13) in (12), it can be easily proved that obtained SINR of user i is always more than its target with a small deviation.
Because the corresponding liquid production rate q i is always changing, considering within a slight variation range ΔS w, the liquid production rate q i is thought to be constant.
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