Table 1. Parameter Estimates, Confidence Intervals, and G2 Goodness-of-Fit Values for the Four-parameter Two-high Threshold MPT Model of Source Monitoring under Different Conditions of Expectancy and Attention in Experiment 1.
Item Expectancy | D | d | g | b | G2(6) |
---|---|---|---|---|---|
Full Attention | 5.75 | ||||
Expected Doctor | .66 (.60-.72) | .62 (.51-.72) | .48 (.41-.56) | .40 (.30-.49) | |
Expected Lawyer | .57 (.51-.63) | .60 (.48-.72) | .42 (.35-.50) | .35 (.27-.43) | |
Equal Expectancy | .83 (.80-.86) | .67 (.59-.73) | .47 (.38-.57) | .09 (.00-.19) | |
Divided Attention | 10.65 | ||||
Expected Doctor | .24 (.16-.32) | .32 (.05-.60) | .72 (.68-.77) | .57 (.52-.62) | |
Expected Lawyer | .15 (.07-.24) | .17 (.00-.56) | .29 (.24-.34) | .56 (.52-.61) | |
Equal Expectancy | .35 (.28-.43) | .26 (.07-.44) | .57 (.51-.62) | .41 (.35-.47) |
Note. These are probability estimates that can range from 0 to 1. D = probability of item recognition; d = probability of remembering the source; g = probability of guessing that an item was presented by the doctor (estimates higher than the chance level of .5 indicate guessing bias towards doctor; estimates lower than .5 indicate guessing bias towards lawyer); b = probability of guessing that an item is old (chance level is .5). 95% confidence intervals are in parentheses. G2(6) values lower than 12.59 indicate a good fit of the model to the data.