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The optimization algorithm was designed based on maximization of sum rate and MMSE.
The maximization of ( sum _{j=1}^{P} w_{k}^{i,j}) is equivalent to the minimization of (D hat {p}_{i},hat {p}_{i}^)).
The maximization of (sum _{u} text {log} R_{u}) can be transformed equivalently to the maximization of (sum _{u} text {log}{frac {r_{u}} {R_{u}}}) at each transmit time interval (TTI), where r u represents the achievable data rate of user u at the current TTI.
where P u, v ′′ = P 0 d u ′′, v / R. Our criterion is based on the maximization of sum capacity of the users located on the circles L X and L Y to improve the capacity of users in the cell-edge region under the constraint that the average number of feedback bits within each cell is fixed.
The maximization of (sum _{k=1}^{K} tilde {R}[k]) can be equivalently stated as the minimization of (2^{-2 sum _{k=1}^{K} tilde {R}[k]}) which is the minimization of (prod _{k=1}^{K}! max !!left {,f_{1}(boldsymbol {beta }[k]), : f_{2}(boldsymbol {beta }[k]) right }max !left {,f_{3}(boldsymbol {beta }[k]),: f_{4}(boldsymbol {beta }[k]) right }).
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We propose a resource allocation scheme under an uplink scenario with pathloss and Rayleigh channel, and a maximization of sum-rate is formulated with both power constraint and intercell interference constraint.
The design objective is the maximization of weighted sum of the critical aerodynamic pressures under different probability density function of flow orientations.
(F4) The energy production profile corresponding to every nonzero Nash equilibrium of the game induced by the mechanism is a solution of the corresponding centralized problem where the objective is the maximization of the sum of the producers' and consumers' utilities.
We compare the optimal set of rules in contests under such an objective to the one under maximization of the sum of contestants' efforts, which is commonly assumed in the literature, and find that it may be beneficial to exclude weak contestants, unlevel the playing field, and weaken the underdog.
Scheduling objective is the maximization of the sum rate.
In detail, given the conditions of no imperfect channel state information, power, and outage probability limitation, the maximization of ergodic sum rate is obtained [8].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com