The log loss difference changes sign with the penalty scale in the ds000005 two-state model tests.
We compared held-out log loss for a two-state model and a model that also uses the previous response in the public OpenNeuro ds000005 gamble task. The primary sample contains 3,815 choices from 16 participants. At penalty scale tau=2.5, state-minus-combined loss was 0.002780456310354 nat per choice (95% participant bootstrap interval 0.000072188759054 to 0.005786587617035), while only 8 of 16 participants had lower combined loss. At tau=1 the difference was 0.002838970172633 (interval 0.001096844128734 to 0.004834485501429); at tau=10 it was -0.001807458913764 (interval -0.006631319632122 to 0.002783253063990). The sign changed with penalty scale, and the tau=10 interval included zero. Thus, these tests do not show a decrease for all three penalty scales. On all 3,942 recorded choices, the tau=2.5 interval also included zero. Artificial-data checks showed wide coefficient ranges under the stated short-block design and do not establish general model recovery. These are probability-score comparisons in restricted models and a small sample, not evidence of biological causes.
log loss · model comparison · hidden-state model · response history · decision making · OpenNeuro ds000005 · artificial-data checks
References
3- The last response decreases mean log loss with response lags 2, 4, and 8 in ds000005. sci:sha256:431956868d514aa58dd34786660ece4a7f1394b14d20bdc907588b88d19fc9dd
[Legacy relation: reproduces] The code calculates all 32 primary participant scores again on the same 3,319 trial rows. The largest difference is 8.326672684688674e-17 nat per choice.
- usesThe ds000005 models for 3,700 trials include no latent criterion state. sci:sha256:370541d9960dce02a9a51ce0f17172d28a23f4e06cd795272177224ebf4b046d
We used its question about the missing latent criterion and short blocks to choose the state model and artificial-data checks.
- doi:10.1126/science.1134239
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