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[Abstract Title]. - Society for Neuroscience

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Poster<br />

289. Human Decision Making<br />

Time: Sunday, November 16, 2008, 1:00 pm - 5:00 pm<br />

Program#/Poster#: 289.3/RR39<br />

Topic: F.01.g. Decision making and reasoning<br />

Support: P50 MH062196<br />

P30 EY001583<br />

McKnight Foundation<br />

R01 EY015260<br />

Sloan Foundation<br />

<strong>Title</strong>: Computational, behavioral and physiological correlates of the value of uncertain<br />

in<strong>for</strong>mation in a dynamic parameter estimation task<br />

Authors: *M. R. NASSAR, B. HEASLY, J. I. GOLD;<br />

Neurosci., Univ. Pennsylvania, Philadelphia, PA<br />

<strong>Abstract</strong>: The deliberative process of decision-making often requires updating beliefs that must<br />

take into account the uncertainty associated with possible interpretations or outcomes. Such<br />

belief updating is particularly challenging when the uncertainty itself takes various <strong>for</strong>ms.<br />

Among the many <strong>for</strong>ms of uncertainty are noise, which reflects the variance of a parameter, and<br />

volatility, which represents the instability of the parameter over time. Both <strong>for</strong>ms of uncertainty<br />

are apparent in new evidence that deviates from a prior belief, but they prescribe opposite<br />

courses of action. Noise implies that new evidence should be de-emphasized, whereas volatility<br />

implies that new evidence should weigh heavily into the updated belief. We studied belief<br />

updating in human subjects using a dynamic parameter estimation task that includes both noise<br />

and volatility.<br />

The task required subjects to estimate the expected value of a set of sequentially presented<br />

numbers. The numbers were generated at random from a normal distribution. Within blocks of<br />

sequential trials, the mean and variance (noise) remained fixed. However, at random intervals the<br />

mean changed (volatility). We used a Bayesian model to determine the ability of an optimal<br />

agent to distinguish volatility from noise and generate appropriate estimates. The model, like the<br />

subjects, placed more value on in<strong>for</strong>mation acquired immediately after a volatile change, and this<br />

effect was greater when the variance of the distribution was small. Subjects appeared to use the<br />

size of their errors as a heuristic to achieve this near-optimal behavior.<br />

A volatility signal has been reported previously in the anterior cingulate cortex (ACC) of<br />

subjects per<strong>for</strong>ming a two-choice reward probability tracking task (Behrens et al., 2007). The

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