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From Fig. 1, we can easily know that mapping solutions.

In addition, we easily know that H b p ( R n ) ⊂ H p ( R n ).

In addition, from (7) we can easily know that λ b only affects μ.

then we can easily know that there exists sufficiently small such that (4.21).

If is bounded, we can easily know that is bounded [16].

From the proof of Theorem 3.1, we easily know that assume,, thus, let,, we have (3.42).

It is easily known that (2.10).

It is easily known that the formula below is valid.

It can be easily known that the conventional constant or binary power allocations are special cases of the proposed strategy.

Also, we easily known that both equalities of (5.20) and (5.21) occur if and only if (b=c).

If Q ∗≥Q, it is easily known that P B is not limited by the energy harvesting constraint.