Should Policy Makers and Financial Institutions Have Access to Billions of Brain Scans?
"Individual risk attitudes are correlated with the grey matter volume in the posterior parietal cortex suggesting existence of an anatomical biomarker for financial risk-attitude," said Dr Tymula.
This means tolerance of risk "could potentially be measured in billions of existing medical brain scans." 1
-Gray matter matters when measuring risk tolerance
Let's pretend that scientists have discovered a neural biomarker that could accurately predict a person's propensity to take financial risks in a lottery. Would it be ethical to release this information to policy makers? That seems to be the conclusion of a new paper published in the Journal of Neuroscience (Gilaie-Dotan et al., 2014):
The results will also provide a simple measurement of risk attitudes that could be easily extracted from abundance of existing medical brain scans, and could potentially provide a characteristic distribution of these attitudes for policy makers.
If we accept this line of thinking, it's not much of a stretch to imagine that financial institutions, employers, consumer reporting agencies, and dating services could use this information in a discriminatory, preemptive fashion to screen out potentially risky applicants. Or perhaps casinos, lotteries, and predatory lending companies could target these individuals with personalized ads.
Conversely, investment firms could vie for traders with the largest right posterior parietal cortices, since they would have the highest tolerance for risk.
Or am I being alarmist about the breach of ethics involved in releasing protected medical information to outside entities? Although the authors subtly deter extrapolation to this invasive scenario by using phrases like "characteristic distribution" and "risk attitudes of populations" (as opposed to risk attitudes of individuals), they're pretty clear about the promise of their gray matter measure to inform policy (Gilaie-Dotan et al., 2014):
Our finding suggests the existence of a simple biomarker for risk attitude, at least in the midlife [sic] population we examined in the northeastern United States. ... If generalized to other groups, this finding will also imply that individual risk attitudes could, at least to some extent, be measured in many existing medical brain scans, potentially offering a tool for policy makers seeking to characterize the risk attitudes of populations.
Now let's all take a step back and evaluate whether this is currently feasible. The short answer is no (in my view, at least).1A
First, we have to be somewhat skeptical of the study's major conclusion. Voxel-based morphometry (VBM) was to quantify cortical volume from structural MRIs.2 Gray matter volume in a small chunk of the right posterior parietal cortex (PPC) was the only place in the entire cerebral cortex that correlated with individual attitudes toward financial risk. In humans, right lateralized PPC has been strongly implicated in visuospatial attention.
Doesn't it seem more plausible that a region like the orbitofrontal cortex (OFC), which has been activated in numerous functional neuroimaging studies of decision making and risk, would show such an association? Studies in primates have demonstrated that economic risk is coded by single neurons in the OFC (O'Neill & Schultz, 2014), and in rats risk preference can be differentiated by OFC neuronal responses (Roitman & Roitman, 2010).
The authors do cite an extensive literature on the role of parietal neurons in decision making, but fMRI studies have observed effects of risk preference in left PPC, and uncertainty in bilateral PPC (Huettel et al., 2005, 2006).
But what is the purpose of having a larger gray matter volume in PPC in relation to financial risk attitude? Does it allow for a higher "computational capacity" that can accommodate greater risk tolerance? We don't actually know, as Gilaie-Dotan et al. (2014) explain:
We do not know precisely how GM volume translates to the neural level. It is possible that volume differences reflect synaptogenesis and dendritic arborization (Kanai and Rees, 2011), but to-date there is no clear evidence of correlation between GM volume measured by VBM and any histological measure, including neuronal density (Eriksson et al., 2009).
In contrast to the neural correlate of risk attitude, a participant's attitude toward ambiguity was not associated with structural differences anywhere in the cortex (Gilaie-Dotan et al., 2014). How were these attitudes (or preferences) measured? Experimental economics methods were used to estimate individual preferences for risk (uncertainty with known probabilities) and ambiguity (uncertainty with unknown probabilities).
Participants played a game where they could choose between lotteries that varied in monetary value and in the degree of either risk or ambiguity. In the example trial below, the participant chooses either this option, where they stand a 38% chance of winning $18, or the reference option that offers a 50% chance of winning $5.
Modified from Fig. 1A (Gilaie-Dotan et al., 2014).
There were five reward levels ($5, $9.50, $18, $34, and $65), each fully crossed with three probabilities of winning and three levels of ambiguity around the winning probability, as shown below.
Figure 1 (Levy et al., 2012). Risky and ambiguous stimuli. A) In risky stimuli the red and blue areas of each image are proportional to the number of red and blue chips. Three outcome probabilities were used: 13, 25 and 38%. B) In ambiguous stimuli the central part of the image is obscured with a gray occluder. In the gray area the number of chips of each color is unknown, and thus the probability of drawing a chip of a certain color is not precisely known. Three levels of ambiguity were used, where 25, 50 or 75% of the image is occluded.
Using a maximum likelihood procedure, the choice data of each participant was fit to a logistic function. Fitting the choice data with a choice function provided estimates for the risk attitude (α) and ambiguity attitude (β) for each person. These were included in multiple regression analyses to determine the neuroanatomical correlates of risk and ambiguity based on the model estimates.3
Two populations of subjects were tested. The first was a group of 21 individuals who participated in the fMRI study of Levy et al. (2010) at NYU; thus the first analysis was entirely post hoc, and 7 more people were added later to make the total n=28 (mean age = 25).4
The second group, which served as a validation sample, consisted of 33 healthy subjects from the University of Pennsylvania (mean age = 21.34).5 A region of interest (ROI) analysis created spheres of six different sizes around the right PPC peak that were compared to control ROI spheres in primary motor/primary somatosensory areas. The right PPC finding replicated at p<.05 or p<.01, whereas there was no correlation between risk attitudes and gray matter volume in the M1/S1 control area.
If you're wondering, like me, whether any other part of the cortex showed a relationship to either risk or ambiguity in Group #2, one sentence in the Results assures us that no other regions were implicated in risk with a standard VBM whole-brain analysis.
Unlike the sweeping conclusions about the policy implications of their results (which were mentioned three times), the authors were appropriately cautious about causality, saying it's not possible to determine whether a big PPC causes higher risk tolerance, or having a higher risk tolerance leads to an increase in PPC gray matter volume. They also warn against assuming any relationship between genetics and risk attitudes. Finally, they acknowledge that the results may not generalize beyond their populations of students at Northeastern universities who are in their early to mid 20s, a time when the prefrontal cortex isn't fully developed.
I suspect we'll soon see studies that examine risk attitude and gray matter volume across the life span, given the interest of these researchers in Separating Risk and Ambiguity Preferences
Across the Life Span: Novel Findings and Implications for Policy (PDF).
ADDENDUM (Sept 28 2014): The first author, Dr. Gilaie-Dotan, has commented to clarify that voodoo correlations were not used in the paper. I have added the legend for the correlation plot in Fig. 2 at the bottom of the post, which states that it is shown for illustrative purposes only and should not be used for inference. She also explains additional aspects of the data presented in Fig. 4 of the paper (not shown here).
Footnotes
1 It's impossible that there are "billions of existing medical brain scans" because the entire world population is currently 7.19 billion. Dr. Tymula could have been quoted in error, but this exact phrase appeared in both ScienceDaily and the original University of Sydney press release. In the Yale press release on the study, the number was downgraded to millions:
"Based on our findings, we could, in principle, use millions of existing medical brains scans to assess risk attitudes in populations," said Levy. "It could also help us explain differences in risk attitudes based in part on structural brain differences."It's commendable that the title of the Yale press release (Brain structure could predict risky behavior) was more circumspect than the one given to the J Neurosci article itself.
1A ADDENDUM (Sept 16 2014): The billions [i.e. millions] of existing medical brain scans are not all high-resolution T1-weighted anatomical images (1 × 1 × 1 mm3) acquired using a 3T Siemens Allegra scanner equipped with a custom RF coil. In other words, most may not have the anatomical resolution to measure such a small brain area.
2 Gray matter volume in the whole cerebral cortex was quantified, but you'll notice that no subcortical structures (e.g., striatum, nucleus accumbens, cerebellum) were measured.
3 More methodological details:
The age and gender of the participants and global GM volume (following ANCOVA normalization) were included in the design matrix as covariates of no interest, and were thus regressed out. F contrasts were applied first with p < 0.001 uncorrected as the criterion to detect voxels with significant correlation to individual’s risk attitudes. Whole-brain correction procedures were then applied...
4 The authors stated that this did not affect the outcome.
5 Oddly, these two groups of young people (mean ages of 25 and 21 yrs) were called "midlife" adults three times in the paper.
References
Gilaie-Dotan, S., Tymula, A., Cooper, N., Kable, J., Glimcher, P., & Levy, I. (2014). Neuroanatomy Predicts Individual Risk Attitudes. Journal of Neuroscience, 34 (37), 12394-12401 DOI: 10.1523/JNEUROSCI.1600-14.2014
Huettel SA, Song AW, McCarthy G. (2005). Decisions under uncertainty: probabilistic context influences activation of prefrontal and parietal cortices. J Neurosci. 25(13):3304-11.
Huettel SA, Stowe CJ, Gordon EM, Warner BT, Platt ML. (2006). Neural signatures of economic preferences for risk and ambiguity. Neuron 49(5):765-75.
Levy, I., Rosenberg Belmaker, L., Manson, K., Tymula, A., & Glimcher, P. (2012). Measuring the Subjective Value of Risky and Ambiguous Options using Experimental Economics and Functional MRI Methods. Journal of Visualized Experiments (67) DOI: 10.3791/3724
Levy I, Snell J, Nelson AJ, Rustichini A, Glimcher PW. (2010). Neural representation of subjective value under risk and ambiguity. J Neurophysiol. 103(2):1036-47.
O'Neill M, Schultz W. (2014). Economic risk coding by single neurons in the orbitofrontal cortex. J Physiol Paris. Jun 19. pii: S0928-4257(14)00025-4.
Roitman JD, Roitman MF. (2010). Risk-preference differentiates orbitofrontal cortex responses to freely chosen reward outcomes. Eur J Neurosci. 31(8):1492-500.
ADDENDUM (Sept 28 2014): Here is the legend for Fig 2 (Bottom).
To demonstrate that the observed correlations were not driven by outliers, for each individual, GM volume of the PPC cluster (top) is plotted on the x-axis against risk attitude on the y-axis. Note that this should not be used for inference as it is not independent of the whole-brain analysis and is presented for visualization purposes only. No other regions were found to be correlated with risk attitudes.
Fig. 2 (Gilaie-Dotan et al., 2014)
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6 Comments:
I regard the unambiguous "risk tolerance" assessment as a simple matter of mathematics. A 50% chance of winning $5.00 means the average payout is $2.50. A 38% chance of winning $18 means an average payout of - well, I'm too lazy to do the math when it's clearly not even close, but certainly a lot more than $2.50. Given that the chances of winning something aren't drastically different (as in the case of a lottery with rare big payouts), the second choice is obviously better and the less you involve your feelings in it the better.
Both Figure 2 and (in my opinion) Figure 4C are voodoo correlations. I am not sure I would find any rational in selecting 15mm or 20mm as oppose to 10mm or 25 mm in Figure 4. The Z-scores just skim above 2 for the second data set. It is not much.
Given the surprising area the researchers identify I would be cautions on any conclusions.
I am sorry if any information was misleading to provide an impression of voodoo correlations in our paper. This is definitely not the case and all the analyses we carried and that are provided in the paper are very cautious about and sensitive to circular inference.
Since the full figure legends are missing from this blog, and all the relevant explanations are provided in the full text, let me fill you in on those:
* Figure 2's legend says:
"Bottom, To demonstrate that the observed correlations were not driven by outliers, for each individual, GM volume of the PPC cluster (top) is plotted on the x-axis against risk attitude on the y-axis. Note that this should not be used for inference as it is not independent of the whole-brain analysis and is presented for visualization purposes only."
I hope this clarifies the issue raised about Figure 2.
* Figure 4 legend explains:
"Risk tolerance (alpha ) was estimated for each individual separately using the same procedure as in Study 1 (see Materials and Methods). Importantly, the risk estimates are based on individual’s behavior only, and the GM volume was sampled independently using MarsBar toolbox for SPM."
So note that the 2 measures in the scatter plot are independent of each other.
With respect to your additional comments, we provide in Figure 4C the parametric relationship between financial decision making tendencies (as measured in our experiment, y axis), and brain structure in the right parietal cortex (R-PC) focus (parametically changing, x axis). The data (all from Study 2) are clear in showing that the gray matter of 15 and 20mm spheres around the center of the R-PC focus provide the best and significant prediction for behavior. This is not the case for the 10mm or the 25mm. There was no rational in choosing 15mm or 20mm spheres, it is what the data revealed. Since these results presented in Figure 4 (and in the Tables) are a replication with an independent second data set in our study, I don't second your conclusion.
Even though the parietal cortex is not surprising with respect to decision making, as with any scientific finding, only future studies will be able to provide indications related to generalization of our finding to other populations and other decision related attitudes.
Dr. Gilaie-Dotan - Thank you for your comment that clarifies the methods. I have added an addendum to the post pointing the readers to your comment, as well as putting in the legend to Fig. 2 (Bottom), which should not have been omitted from the original post.
One question about your last statement: since the parietal cortex result was not surprising, were you at all surprised by the absence of an effect in the orbitofrontal cortex?
Thank you Neurocritic for adding the full figure legends and pointing to my comment.
And to your question - yes, we were expecting to find significant results in orbitofrontal/medial prefrontal cortex following the clear indications that exist from functional studies that the activation in this/these regions is associated with individual differences in risk attitudes. However, it is not always the case that functional and anatomical individual differences are co-localized in the brain. So co-localization could be function dependent. One possiblity is that when a network of regions is associated with some cognitive function (as is the case for most functions), then restriction or expansion of the anatomy in one subregion can affect the activation in the whole network (sort of like an anatomical bottleneck or the "weak link" of the net), and thus can eventually affect the outcome of the whole computation. So the computation of that function in individuals who have such anatomical "narrowing" can be significantly affected, but the activation differences might not be observed in that "anatomically restricted" area but in other regions in the network.
Of course there could be many other explanations, this is just one alternative from many.
Dr. Gilaie-Dotan - Thank you for taking the time to explain. As they say, "more research is needed."
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