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In BART_par4 model, the formula is l - vk, the optimal number of pumps on trial k (paper, titled "Development ofa novel computational model for the Balloon Analogue Risk Task: The exponential-weight mean–variance model"). However, in stanfile of "BART_par4", line 73 d[j, k, l] ~ bernoulli_logit(tau[j] * (omega - l)); is omega - l.
The code seems contrast to the formula.
The text was updated successfully, but these errors were encountered:
the bernoulli_logit function in Stan employs the invert-logit function during the calculation of the logarithmic Bernoulli probability. This implies that the term omega - l does not pose any issues within the model structure. For more detailed information, please check the Stan Functions Manual (https://mc-stan.org/docs/functions-reference/bernoulli-logit-distribution.html) as well as a previous related issue (#113) !
Feel free to reach out if you have any further concerns.
In BART_par4 model, the formula is l - vk, the optimal number of pumps on trial k (paper, titled "Development ofa novel computational model for the Balloon Analogue Risk Task: The exponential-weight mean–variance model"). However, in stanfile of "BART_par4", line 73 d[j, k, l] ~ bernoulli_logit(tau[j] * (omega - l)); is omega - l.
The code seems contrast to the formula.
The text was updated successfully, but these errors were encountered: