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Cost Evaluation During Decision-Making in Patients at Early Stages of Psychosis Cover

Cost Evaluation During Decision-Making in Patients at Early Stages of Psychosis

Open Access
|Feb 2019

Figures & Tables

00020f01c.png
Figure 1. 

Experimental design of a single trial. In 50% of the trials, fish were coming from the mainly black lake, and in 50%, they were coming from the mainly gold lake. The order was pseudo-randomized so that the same sequences were used for all participants. Feedback, depending on the block, was either of the words “Correct” and “Incorrect” in Block 1 or the number of points won (or lost) during the trial in all subsequent blocks.

00020f02c.png
Figure 2. 

State space schematic. A) Markovian transitions in this task. Top: belief (probabilistic) component of states; middle: observable part of the state (data/feedback). Down arrows: actions (sample, declare). Bottom: true state. For example, let the cost of sampling be very high. Then b 0 may be “equiprobable lakes,” Action 1 “sample,” s 1 “B,” b 1 “60% B,” Action 2 “declare B,” and s 1 “Wrong.” B) In this example, sampling cost is very low. A person has drawn 15 fishes, 7 of them g, hence the position of 15 on the x-axis and +1 on the y-axis as there is a +1 excess of black fish so far. The visible states corresponding to all possible future draws are shown. Looking ahead (example: gray arrow), the agent finds the “sampling” action more valuable in that the current preference for the B lake is likely to be strengthened at very low cost.

Table 1. 

Sample characteristics for healthy controls and patients with early psychosis

Variable Controls (n = 31) Early psychosis (n = 31) Statistics
Mean SD Mean SD
Age (years)21.582.4122.524.66 t(60) = 0.993, p = 0.325
Gender (male/female)18/13 18/13  χ(1) = 0.0, p = 1
IQ110.5215.79102.2617.91 t(60) = −1.926, p = 0.059
Level of education2.350.792.001.17 U(2) = 373.5, p = 0.117
Mother’s level of education2.190.912.111.37 U(2) = 440.0, p = 0.884
Smoking (yes/no) a , * 6/25 18/13  χ(1) = 9.79, p = 0.004
Alcohol2.420.851.781.37 U(2) = 419.5, p = 0.368
Cannabis0.900.791.261.23 U(2) = 430.0, p = 0.459
Other drugs b , * 0.491.021.111.36 U(2) = 355.5, p = 0.039
PDI-21* 4.452.347.834.58 t(45) = 3.359, p = 0.002
Distress* 9.526.9424.0015.32 t(45) = 4.430, p < 0.001
Preoccupation* 10.286.4824.7816.11 t(45) = 4.341, p < 0.001
Conviction* 13.318.1326.5617.11 t(45) = 3.58, p = 0.001
BDI* 3.403.9025.3414.12 t(57) = 8.197, p < 0.001
CAARMS summary score c , * 0.521.1518.007.53 t(60) = 12.776, p < 0.001

Note. Intelligence was measured with a Culture Fair Intelligence Test. BDI = Beck Depression Inventory; CAARMS = Comprehensive Assessment of At Risk Mental States; PDI = Peter’s Delusion Inventory.

a 0 = nonsmoker; 1 = smoker.

b Substance use was measured on a 5-point scale ranging from 0 (never used) to 5 (daily user). Other drugs included hallucinogens, stimulants, or sedatives.

c A summary score of Unusual Thought Content, Non-bizarre Ideas, and Perceptual Abnormalities intensity and frequency subscales (for individual subscales of CAARMS and other clinical assessment measures, see Table 2).

* Significant differences.

Table 2. 

Clinical assessment measures for 31 patients with psychosis

  Mean SD
UTC2.442.19
UTC frequency2.332.01
NBI3.411.67
NBI frequency3.521.48
PA3.332.06
PA frequency2.521.89
DS0.591.28
DS frequency0.961.99
ADB1.811.82
ADB frequency2.151.92
SS1.591.48
SS frequency1.301.44
GAF score55.0018.54
SANS score0.350.75
PANSS positive13.683.99
PANSS negative9.874.88

[i] Note. BDI = Beck Depression Inventory; GAF = Global Assessment of Functioning; SANS = Scale for Assessment of Negative Symptoms. Comprehensive Assessment of At Risk Mental States (CAARMS) subscales included Unusual Thought Content (UTC), Non-bizarre Ideas (NBI), Perceptual Abnormalities (PA), Disorganized Speech (DA), Aggression/Dangerous Behavior (ADB), Suicidality and Self-Harm (SS).

00020f03c.png
Figure 3. 

Performance: Draws to decision and accuracy according to block and group. A) Mean number of draws to decision in the four blocks of the task. On mixed-model ANOVA, there were significant main effects of block, F(3) = 94.49, p < 0.001, and of group, F(1) = 5.99, p = 0.017, and an interaction between group and block, F(3) = 4.32, p = 0.006, with group differences in Block 1, p = 0.007, and Block 2, p = 0.03. B) Probability of being correct (accuracy) at the time of making the decision in four task blocks. Here there was an effect for block, F(2) = 93.73, p < 0.001, a marginally significant interaction between Block ⋅ Group, F(2) = 2.52, p = 0.086 and a significant groups effect, F(1) = 4.14, p = 0.047.

Table 3. 

Information sampling in controls, patients, and an ideal Bayesian agent

Group Control (n = 31), Mean (SD) Psychosis (n = 31), Mean (SD) Ideal Bayesian agent
DTD 112.01 (5.42)8.14 (6.16)20
DTD 212.69 (5.67)9.15 (6.31)20
DTD 35.80 (4.23)4.14 (2.64)Nb − Ng = ±2
DTD 43.71 (3.12)3.03 (2.09)1
P corr 10.72 (0.10)0.66 (0.10)0.835
P corr 20.75 (0.09)0.69 (0.11)0.835
P corr 30.65 (0.07)0.62 (0.08)0.692
P corr 40.62 (0.09)0.59 (0.08)0.6

[i] Note. DTD = draws to decision (i.e., number of fish seen by the participant before reaching a decision); Nb = number of black; Ng = number of gold; P corr = probability of being correct in Blocks 1–4.

00020f04c.png
Figure 4. 

Mean number of points won or lost in Blocks 2–3 across all 10 trials. Patients won significantly fewer points in Block 2, F(2) = 4.65, p = 0.035, but did not differ from controls in Block 3 and 4, both p > 0.3.

Table 4. 

Percentage and count of people who displayed JTC reasoning style

Control (n = 31), n (%) Psychosis (n = 31), n (%)
No JTC18 (58.1)15 (48.4)
JTC Blocks 1/20 (0.0)1 (3.2)
JTC Blocks 3/411 (35.5)7 (22.6)
JTC all Blocks2 (6.5)8 (25.8)

[i] Note. JTC (jumping to conclusions) is defined as reaching a decision after being given just one or two pieces of information.

Table 5. 

Best-fit distribution parameters for all groups in all experiments

Group CS M CS V T M T V LL
Block 1: No cost
Control1.9 ⋅ 10−3 2.0 ⋅ 10−6 3.413−943.747
Psychosis1.7134.213−762.993
Combined0.72.23.613−1,735.65
 
Block 2: No cost, but win or loss (±100)
Control5.0 ⋅ 10−3 1.3 ⋅ 10−5 3.621−841.202
Psychosis3.0442.97.5−690.567
Combined1.5132.57.0−1,549.28
 
Block 3: Fixed cost, plus win or loss (±100)
Control1.69.94.12.2−707.604
Psychosis5.21004.42.2−545.704
Combined3.1384.21.0−1,260.45

[i] Note. Best-fit parameters were calculated for each participant group separately and for the group formed by combining both participant groups. CS M = mean cost per sample for a particular group; CS V = variance of cost per sample within a particular group; T M is the mean noise parameter for a particular group; T V = variance of the noise parameter within a particular group; LL = log-likelihood of the data given the parameters.

Table 6. 

Integrated Bayesian information criterion values for the model where all participants are drawn from the same distribution, compared to the model where the healthy and unhealthy groups differ in their distributions

Block iBIC combined iBIC separate iBIC difference iBIC difference after medication exclusions iBIC difference after closer IQ matching
1 (no cost)3,489.73,450.239.5 (very strong)43.936.1
 
2 (no cost, win or loss ±100)3,116.93,100.316.7 (very strong)16.6−12.9
 
3 (fixed cost, plus win or loss ±100)2,539.32,543.4−4.1 (preference for combined model)−6.2−4.1

[i] Note. iBIC values and differences are presented for analyses with all participants. iBIC differences are also shown for repeat analyses after exclusions for antipsychotic medication or closer IQ matching. Positive iBIC differences indicate the preference for separate groups, negative for a single combined group. iBIC = integrated Bayesian information criterion.

Language: English
Submitted on: Jan 24, 2018
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Accepted on: Aug 13, 2018
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Published on: Feb 1, 2019
Published by: MIT Press
In partnership with: Paradigm Publishing Services
Publication frequency: 1 issue per year

© 2019 Anna O. Ermakova, Nimrod Gileadi, Franziska Knolle, Azucena Justicia, Rachel Anderson, Paul C. Fletcher, Michael Moutoussis, Graham K. Murray, published by MIT Press
This work is licensed under the Creative Commons Attribution 4.0 License.