Exact(4)
Unfortunately there is no closed form solution to the maximization of (16).
In this appendix, we shall present the derivation that leads to Equations 32 and 33 and show that it is only a suboptimal solution to the maximization of Equation 27.
If the solution to the maximization problem leads to a value of 1 for some DMU, then this DMU is efficient (i.e. a case of a non-dominated solution), while a value below 1 indicates a case of inefficiency.
A solution to the maximization problem can be found using a number of different optimization methods.
Similar(56)
We then showed that simpler channel models, some of which have been studied before, can be considered as special cases of our model and the solution to the throughput maximization problem for these cases can be found using our method.
A plausible solution to the problem of maximization of bioprocess productivity in such situations is a forced periodic operation of continuous bioreactors with cell growth being promoted over a portion of each cycle and formation of the desired product(s) being promoted over the remainder of the cycle.
Furthermore, we exploit the relationship between the MMSE and the achievable rate to find an efficient solution to the system sumrate maximization problem.
An asymptotic solution to this maximization problem can be calculated stepwise by introducing auxiliary function chain {h i }i = 1,..., k-1which is defined by the following recursive expression: (3) (4).
These points are the solution to the weighted sum rate maximization (22).
As reviewed in Section 3, the IWMMSE algorithm can obtain at least a locally optimal solution to the original sum-rate maximization problem (4).
If the buyer were able to observe the farmer's type, the solution to the buyer's profit maximization problem would be to specify the output pair q ⋆, whether or not she chose capital levels.
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