| Literature DB >> 31197758 |
Eirini Zormpa1, Antje S Meyer2,3, Laurel E Brehm2.
Abstract
Speakers remember their own utterances better than those of their interlocutors, suggesting that language production is beneficial to memory. This may be partly explained by a generation effect: The act of generating a word is known to lead to a memory advantage (Slamecka & Graf, 1978). In earlier work, we showed a generation effect for recognition of images (Zormpa, Brehm, Hoedemaker, & Meyer, 2019). Here, we tested whether the recognition of their names would also benefit from name generation. Testing whether picture naming improves memory for words was our primary aim, as it serves to clarify whether the representations affected by generation are visual or conceptual/lexical. A secondary aim was to assess the influence of processing time on memory. Fifty-one participants named pictures in three conditions: after hearing the picture name (identity condition), backward speech, or an unrelated word. A day later, recognition memory was tested in a yes/no task. Memory in the backward speech and unrelated conditions, which required generation, was superior to memory in the identity condition, which did not require generation. The time taken by participants for naming was a good predictor of memory, such that words that took longer to be retrieved were remembered better. Importantly, that was the case only when generation was required: In the no-generation (identity) condition, processing time was not related to recognition memory performance. This work has shown that generation affects conceptual/lexical representations, making an important contribution to the understanding of the relationship between memory and language.Entities:
Keywords: Generation effect; Long-term memory; Processing time; Word production
Mesh:
Year: 2019 PMID: 31197758 PMCID: PMC6797652 DOI: 10.3758/s13423-019-01620-x
Source DB: PubMed Journal: Psychon Bull Rev ISSN: 1069-9384
Mixed-effects logistic regression testing the effect of probe type (i.e., targets vs. foils) on memory (log-odds of yes responses)
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| Estimate |
| Wald |
| CI | Variance |
| |||
| Intercept | −.96 | .13 | −7.24 | <.001 | −1.23, −.70 | Participant | Intercept | .26 | .51 |
| Target vs. foil | 3.92 | .24 | 16.10 | <.001 | 3.44, 4.42 | Target vs. foil | 1.28 | 1.13 | |
| Item | Intercept | .76 | .87 | ||||||
| Target vs. foil | 2.43 | 1.56 | |||||||
Fig. 1Hit rates by prime condition. The dot represents the condition mean and the bars normalized within-participant 95% confidence intervals. (Color figure online)
Mixed-effects logistic regression testing the effects of generation and processing time (as manipulated by prime condition) on memory (log-odds of yes responses)
| Fixed effects | Random effects | ||||||||
|---|---|---|---|---|---|---|---|---|---|
| Estimate |
| Wald |
| CI | Variance |
| |||
| Intercept | 1.05 | .16 | 6.47 | <.001 | .73, 1.37 | Participant | Intercept | 1.10 | 1.05 |
| Id vs. Bw & Un | .46 | .16 | 2.87 | .01 | .13, .78 | Id vs. Bw & Un | .69 | .83 | |
| Bw vs. Un | .13 | .08 | 1.53 | .13 | −.04, .29 | Item | Intercept | .75 | .87 |
| Id vs. Bw & Un | .36 | .60 | |||||||
Note. Id = identity condition; Bw = backward condition; Un = unrelated condition
Means (and SDs) for naming latency, gaze duration, and button-press latency for each prime condition
| Naming latency | Gaze duration | Button-press latency | |
|---|---|---|---|
| Identity | 656.43 (172.95) | 1,138.44 (593.19) | 1,426.84 (526.46) |
| Backward | 965.93 (355.02) | 1,423.51 (659.36) | 1,757.30 (626.35) |
| Unrelated | 983.90 (402.44) | 1,433.74 (694.92) | 1,777.36 (658.16) |
Mixed-effects logistic regression testing the effect of prime condition and naming latency on memory (log-odds of yes responses)
| Fixed effects | Random effects | ||||||||
|---|---|---|---|---|---|---|---|---|---|
| Estimate |
| Wald |
| CI | Variance |
| |||
| Intercept | .89 | .16 | 5.61 | <.001 | .57, 1.20 | Participant | Intercept | 1.04 | 1.02 |
| Naming Latency | 1.26 | .07 | 5.74 | <.001 | .84, 1.72 | Nam Lat | .59 | .77 | |
| Id vs. Bw & Un | .08 | .13 | .60 | .55 | −.18, .33 | Item | Intercept | .60 | .78 |
| Bw vs. Un | .17 | .09 | 1.92 | .057 | −.01, .35 | Nam Lat | .70 | .84 | |
| Nam Lat:Id vs. Bw & Un | 2.30 | .41 | 5.68 | <.001 | 1.51, 3.13 | ||||
| Nam Lat: Bw vs. Un | −.68 | .33 | −2.08 | .04 | −1.34, −.02 | ||||
Note. Id = identity condition; Bw = backward condition; Un = unrelated condition; Nam Lat = naming latency and has been log-transformed and centered
Fig. 2a Hit rates by prime condition and naming latency. Naming latency was binned to the second decimal point to calculate hit rates. b Stacked density plots for each prime condition of correct (top) and incorrect (bottom) responses by naming latency. The lines signify the first, second, and third quartile. (Color figure online)
Mixed-effects logistic regression testing the effect of naming latency, prime condition, gaze duration, and button-press latency on later memory performance (log-odds of yes responses)
| Fixed effects | Random effects | ||||||||
|---|---|---|---|---|---|---|---|---|---|
| Estimate |
| Wald |
| CI | Variance |
| |||
| Intercept | .88 | .16 | 5.65 | <.001 | .58, 1.20 | Participant | Intercept | 1.03 | 1.01 |
| Naming latency | 1.18 | .24 | 4.81 | <.001 | .70, 1.68 | Nam Lat | .60 | .78 | |
| Gaze duration | −.03 | .09 | −0.28 | .78 | −.20, .15 | Item | Intercept | .60 | .77 |
| Button-press latency | .17 | .18 | .92 | .36 | −.19, .52 | Nam Lat | .71 | .84 | |
| Id vs. Bw & Un | .08 | .13 | .65 | .52 | −.17, .34 | ||||
| Bw vs. Un | .171 | .09 | 1.91 | .06 | −.01, .35 | ||||
| Nam Lat: Id vs. Bw & Un | 2.29 | .41 | 5.65 | <.001 | 1.50, 3.12 | ||||
| Nam Lat: Bw vs. Un | −.68 | .33 | −2.08 | .04 | −1.35, −.02 | ||||
Note. All latency measures have been log-transformed and centered. Id = identity condition; Bw = backward condition; Un = unrelated condition. Nam Lat = naming latency