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We are using an Individual Based Model (IBM) to model transmission of AMR. As such we end up with multiple net monetary benefit values per (transmission) parameter set. As far as I understand this is no problem when calculating EVP(P)I, because it is based around the expected value, but supposedly some methods will fail? For example, Gaussian Processes need to be adjusted to be able to take this into account (e.g. https://cran.r-project.org/web/packages/GPM/GPM.pdf)
Do you happen to know which methods are suitable for such model outcomes and which would not be?
The text was updated successfully, but these errors were encountered:
Any of the methods can be used if you can estimate the expected net benefit (over a population of individuals) given specific parameter values. For individual-based models, the obvious way is to take an average of the individual-level outputs for each set of parameter values.
Though I don't know what the most computationally efficient approach would be (e.g. how many parameter samples vs how many individual samples), or if there are more efficient VoI estimators designed for microsimulation.
We are using an Individual Based Model (IBM) to model transmission of AMR. As such we end up with multiple net monetary benefit values per (transmission) parameter set. As far as I understand this is no problem when calculating EVP(P)I, because it is based around the expected value, but supposedly some methods will fail? For example, Gaussian Processes need to be adjusted to be able to take this into account (e.g. https://cran.r-project.org/web/packages/GPM/GPM.pdf)
Do you happen to know which methods are suitable for such model outcomes and which would not be?
The text was updated successfully, but these errors were encountered: