The phrase "a given allocation" is correct and usable in written English.
It can be used when referring to a specific distribution or assignment of resources, tasks, or responsibilities that has been predetermined or specified.
Example: "In this project, we must adhere to a given allocation of funds to ensure that all departments receive their fair share."
Alternatives: "a specified allocation" or "a designated allocation".
In this article we establish optimality criteria to verify that a given allocation corresponds to a schedule that yields the minimum value of Lmax.
We characterize the boundaries of the set of transfers (extremal transfers) implementing a given allocation rule without imposing any assumptions on the agentʼs type space or utility function besides quasi-linearity.
This distribution permits assessing the user's confidence that a given allocation will enable the heuristic scheduler to generate its best possible schedule i.e., the schedule with the heuristic scheduler's smallest achievable Lmax value.
Then we analyze the saturation throughput and optimize the spectrum sensing time and access parameters to achieve maximum throughput for a given allocation of channel sensing sets.
A given economic structure has a given allocation of occupational rents, by this we mean the income earned by key players well above what their entrepreneurial talent justifies.
We then perform throughput analysis and develop an algorithm to determine the spectrum sensing and access parameters to maximize the throughput for a given allocation of channel sensing sets.
Therefore, we decouple the resource allocation problem into two sub-problems: PRB (bandwidth) allocation for a given power allocation and power allocation for a given PRB allocation.
This is motivated by the fact that for a given subcarrier allocation (SA), the power allocation is a single-user water-filling (SUWF) for each user.
First, for a given power allocation, we obtain the bandwidth allocation.
Also, we present the subchannel allocation function (CAF) designed to find the subchannel allocation aout = {ac,kout|c ∈ C, k ∈ K} for a given power allocation pin = {pc,kin|c ∈ C, k ∈ K}.
For a given RB allocation, we aim in this section to find the optimal power allocation.
