The phrase "a given amount of resources" is correct and usable in written English.
It can be used when discussing the allocation or availability of resources in various contexts, such as business, economics, or project management.
Example: "In order to complete the project successfully, we need to ensure that we have a given amount of resources allocated to each team."
Alternatives: "a specified quantity of resources" or "a certain level of resources".
In this section we report data from a series of experiments in which participants allocated a given amount of resources to seven potential recipients in ten different treatments.
By considering that each agent chooses how to allocate a given amount of resources between medical and non-medical consumption, we characterise the scheme of taxes and health treatments that maximises social preferences.
We define the gain of an AC to be the positive impacts with regard to system performance, which are brought by the execution of an AC under a given amount of resources.
Based on the model, the implementations decide how exactly each specific process will be executed with a given amount of resources, e.g., make a process stop/suspend to return the possessed CPU cycles; or make a process run more often than the others so as to consume more CPU cycles.
Equally, the difference in the amount of output that could have been produced from a given amount of resources and the amount of output that was actually produced can be used as a measure of technical inefficiency [ 28].
From a mathematical point of view, the problem can be conceptualized as an optimizational model designed to allocate a given amount of resources (in particular, the operating block times), in the best way possible.
The negative correlation between carrying capacity and cell size for a given amount of resource and their opposite responses to variations of glucose consumption rate are consistent with the trade-off between those traits.
If a cell uses a pathway with high yield and low rate it can produces more ATP per mole glucose and can consequently grow more from a given amount of resource.
The first model, known as the "Y model," or the acquisition-allocation model, holds that for a given amount of a resource, it is not possible to increase allocation to two traits at once [ 39].
This curve measures the feasible outputs that Crusoe can produce, with a fixed technological constraint and given amount of resources.
Subsequently, assuming that a given amount of TD recording resources was available, the number of possible sires that could be tested was determined using equation (13).
