Interactions (con’d) | |
Item x Instruction | F(2, 82) = 4.13, p = .020 |
mixed results | Verbatim & Verbatim = .48 Gist & Verbatim = .37 |
Verbatim & Gist = .49 Gist & Gist = .47 | |
Verbatim & Mixed = .55 Gist & Mixed = .48 | |
Truth x Item x Instruction F(2, 82) = 5.05, p = .009 | |
mixed results | True & Verbatim & Verbatim = .78 False & Ver & Ver = .18 |
True & Verbatim & Gist = .79 False & Ver & Gist = .19 | |
True & Verbatim & Mixed = .91 False & Ver & Mixed = .18 | |
True & Gist & Verbatim = .71 False & Gist & Ver = .03 | |
True & Gist & Gist = .91 False & Gist & Gist = .03 | |
True & Gist & Mixed = .91 False & Gist & Mixed = .05 | |
Results
Fuzzy-Trace Theory
Study Design
Selected References | Acknowledgments Preparation of this poster was supported in part by the National Cancer Institute of the National Institutes of Health under Award Number R21CA149796, awarded to Valerie F. Reyna and Chrstopher Wolfe (Miami University in Oxford, Ohio). The content is solely the responsibility of the authors and does not necessarily represent the official views of the National Cancer Institute or the National Institutes of Health. | |
1 Reyna, V. F. (2008). A theory of medical decision making and health: fuzzy trace theory. Medical Decision Making, 28(6), 829–833. 2 Reyna, V. F., Corbin, J. C., Weldon, R. B., & Brainerd, C. J. (2016). How fuzzy-trace theory predicts true and false memories for word sentences, and narratives. Journal of Applied Research in Memory and Cognition, 5(1), 1-9. | 3 Brainerd, C. J., Wright, R., Reyna, V. F. (2001). Conjoint recognition and phantom recollection. Journal of Experimental Psychology: Learning Memory and Cognition, 27 (2), 307-327. 4 Brusr-Renck, P. G., Reyna, V. F., Wilhelms, E. A., Wolfe, C. R., Widmer, C. L., Cedillos-Whynott, E. M., & Morant, A. K. (2017). Active engagement in a web-based tutorial to prevent obesity grounded in fuzzy-trace theory predicts higher knowledge and gist comprehension. Behav Res Methods, 49(4), 1386-1398. | |
Purpose
Apply Fuzzy-Trace Theory to assess true and false memory for
decision-relevant health information
Conclusions
a web-based obesity prevention curriculum called GistFit.
|
Discussion
Decision-Relevant Memory for Health Information:
A Conjoint Recognition Model Based on Fuzzy-Trace Theory
Valerie F. Reyna*, Julia Nolte*, Robert Rong*, David M. N. Garavito*, Priscila G. Brust-Renck**, & Charles J. Brainerd*
* **
Limitations
Table 3: Conjoint Recognition Model Parameter Estimates for B1 = B3 | ||||
Parameter | Parameter Explanation | Estimate | Lower CI | Upper CI |
B1 | probability of accepting a distractor due to response bias in the verbatim condition | .699 | .606 | .792 |
B2 | probability of accepting a distractor due to response bias in the gist condition | .786 | .623 | .948 |
B3 | probability of accepting a distractor due to response bias in the mixed (verbatim + gist) condition | .699 | .606 | .792 |
E | erroneous recollection rejection (rejects target based on gist-cued verbatim traces of different target) | .052 | –.002 | .107 |
I | identity judgment (accepts a target based on verbatim traces of that target) | .021 | –.046 | .088 |
R | probability of rejecting a distractor based on gist-cued verbatim traces of a target | .081 | .003 | .159 |
P | probability of distractor acceptance due to phantom recollection | .094 | .032 | .156 |
S1 | similarity judgment for target | .590 | .425 | .755 |
S2 | similarity judgment for related distractor | .662 | .624 | .699 |
Fit a Conjoint Recognition model to participants‘ memory data
Table 1: Mean Acceptance Rates for Memory Test Items (M and (SD)) | | Table 2: Model Fit for B1 = B3 | ||||
Instruction Type | Verbatim Items | Gist Items | False Items | | Goodness-of-Fit | Information Criteria |
Verbatim | .78 | .71 | .10 | | Log Likelihood = –1,671.41 | AIC = 16.03 |
Gist | .79 | .90 | .11 | | G2 = .03, df = 1, p = .869 | BIC = 65.78 |
Mixed | .91 | .86 | .12 | | The model does not significantly deviate from the data. | |
combined into one “false items” type for the Conjoint Recognition model
target
related distractor
Main Effects | |||
Truth | F(1, 83) = 2274.62, p < .001 | ||
| False = .11 | | |
| True = .83 | | |
Item Type | F(1, 83) = 30.06, p < .001 | ||
| Gist = .44 | | |
| Verbatim = .50 | | |
Instruction Type | F(2, 82) = 15.02, p < .001 | ||
all p < .05 | Verbatim = .43 | | |
Gist = .48 | |||
Mixed = .51 | |||
Interactions | |
Truth x Item | F(1, 83) = 62.54, p < .001 |
n. s. | False & Gist = .04 |
False & Verbatim = .18 | |
True & Gist = .84 | |
True & Verbatim = .83 | |
Truth x Instruction | F(2, 82) = 9.05, p < .001 |
n. s. | False & Verbatim = .10 |
False & Gist = .11 | |
False & Mixed = .12 | |
True & Verbatim = .75 | |
True & Gist = .85 | |
True & Mixed = .91 | |
Memory Test Items Acceptance Rate – ANOVA (Truth (2) x Item Type (2) x Instruction Type (3)) |