The phrase "average net benefit" is correct and usable in written English.
It can be used in contexts such as economics, finance, or any analysis where you are discussing the typical or mean advantage gained from a particular action or investment.
Example: "The average net benefit of the new policy was calculated to be significantly higher than the previous one, indicating a positive impact on the community."
Alternatives: "mean net gain" or "typical net advantage".
"Average net benefit of implementing the system ranged from $224 per patient to $710 per patient".
The average net benefit amount (Rs.1040 or $17) as found in this study is substantially below the government of India's stipulated entitlement amount of Rs.1400 ($24) per institutional delivery.
Another 2016 article, this one by US News, cited a published study stating that every $1 spent by governments on mental health treatment generates an average net benefit of $4, representing an impressive return on investment.
The difference between the average net benefit of the standard treatment and the average net benefit of the standard treatment with hawthorn as an adjunct is equal to the incremental net benefit.
When there are multiple comparators, the option with the greatest average net benefit may also be used to rank comparators.
In our MRMC study we calculated average net benefit using a multilevel approach similar to meta-analysis, treating each reader as if in an individual "study".
Only 31% of women received the JSY benefit for institutional deliveries, with the average net benefits amount being Rs.1040 ($17).
It can be verified manually that these numbers correspond (apart from rounding errors) to what would have been obtained by the equation (nb) = λ* (effect) – (cost), where (nb) is the average net-benefit, 700,000 the ceiling ratio, (effect) is the mean effect and (cost) is the mean cost.
The EVPI for each simulation (here 2000) can be calculated row-by-row as the net monetary benefit lost (between the optimal treatment for the simulation and the treatment to be selected in decision making based on the highest average net monetary benefit); conditional to WTP.
The average monetary net benefit across the 10,000 simulations was calculated for each catheter type along with 95% confidence intervals (CIs).
Given the economic objective of maximizing benefits given scarce resources, the optimal decision was defined as the catheter associated with the highest average monetary net benefit; choosing anything else would incur an opportunity cost.
