| Literature DB >> 25192428 |
Wim Tops1, Maaike Callens2, Annemie Desoete2, Michaël Stevens2, Marc Brysbaert2.
Abstract
We examined whether academic and professional bachelor students with dyslexia are able to compensate for their spelling deficits with metacognitive experience. Previous research suggested that students with dyslexia may suffer from a dual burden. Not only do they perform worse on spelling but in addition they are not as fully aware of their difficulties as their peers without dyslexia. According to some authors, this is the result of a worse feeling of confidence, which can be considered as a form of metacognition (metacognitive experience). We tried to isolate this metacognitive experience by asking 100 students with dyslexia and 100 matched control students to rate their feeling of confidence in a word spelling task and a proofreading task. Next, we used Signal Detection Analysis to disentangle the effects of proficiency and criterion setting. We found that students with dyslexia showed lower proficiencies but not suboptimal response biases. They were as good at deciding when they could be confident or not as their peers without dyslexia. They just had more cases in which their spelling was wrong. We conclude that the feeling of confidence in our students with dyslexia is as good as in their peers without dyslexia. These findings go against the Dual Burden theory (Krüger & Dunning, 1999), which assumes that people with a skills problem suffer twice as a result of insufficiently developed metacognitive competence. As a result, there is no gain to be expected from extra training of this metacognitive experience in higher education students with dyslexia.Entities:
Mesh:
Year: 2014 PMID: 25192428 PMCID: PMC4156348 DOI: 10.1371/journal.pone.0106550
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Figure 1Logic of a signal detection analysis for spelling errors.
Both correct spellings and wrong spellings induce a certain degree of evidence for a potential error. This evidence is not fixed but varies from trial to trial as a function of the noise in the system. As a result, there is a normal distribution of evidence when the spelling is correct and a normal distribution of evidence when the spelling is wrong. For someone with good spelling skills, both distributions are far apart, so that there is virtually no overlap between them. This is estimated by the distance d′. We can expect that d′ will be considerably larger for controls than for dyslexics. The second variable of interest is c, the place where the decision criterion is placed. When c is at the intersection of the two distributions (as in the figure), it is positioned optimally, because then the smallest number of errors overall is made. In that case, c = 0. When c is lower than 0, the participant makes too many error judgments (i.e., does so for too many words with correct spellings). Conversely, when c is higher than 0, the participant fails to see too many wrong spellings. The degree of deviation in c from 0 is therefore a good indication of the dual burden theory.
General Information About the Student Groups With and Without Dyslexia.
| Students without Dyslexia N M ( | Students with dyslexia N M ( | Effect size Cohen's | ||
| Gender | Male | 46 | 46 | |
| Female | 54 | 54 | ||
| Studies | University | 66 | 66 | |
| College for higher education | 34 | 34 | ||
| Age | 19.40 | 19.11 | NA | |
| Fluid IQ | 106.80 | 105.40 | 0.13 | |
| Word reading | 100.40 | 77.00 | 1.97* | |
| Pseudoword reading | 59.70 | 40.90 | 1.59* | |
| Word spelling | 24.60 | 17.50 | 2.05* | |
Note. * p<.01; NA = not applicable; Fluid IQ = Total IQ score on the fluid subtests of the KAIT [48]; Word reading = Dutch word reading, number of words read correctly in 1 minute time (EMT [46]); Pseudoword reading = number of pseudowords read correctly in 1 minute time (de Klepel [47]); word spelling = number of words spelled correctly in a word dictation task (GL&SCHR [41]). Effect sizes calculated according to Cohen's d (positive d-values represent better performance of the controls and negative values better performance of the students with dyslexia).
Performances of Students with Dyslexia on Spelling in Comparison With their Non-dyslexic Peers.
| Students with dyslexia | Students without dyslexia | Cohen's |
| |||||
| M |
| M |
|
| lower CI | upper CI | ||
| Word Spelling | ||||||||
|
| 91.59 |
| 121.40 |
| 2.06 | 1.64 | 2.48 | ** |
|
| 17.49 |
| 24.60 |
| 2.05 | 1.63 | 2.47 | ** |
| Proofreading | ||||||||
|
| 50.83 |
| 62.45 |
| 0.92 | 0.49 | 1.33 | ** |
|
| 10.05 |
| 13.81 |
| 0.56 | 0.14 | 0.98 | ** |
Traditional analysis of the FOC weighted scores.
Note. p<.05; **p<.01; GL&SCHR = Dutch reading and writing test battery for (young) adults [41].
Results of the Signal Detection Theory Analysis for the Word Dictation and Proofreading tasks.
| d′ | c1 | c2 | ||
| Word spelling | Control | 1.03 (z = 13.31, p<.001) | 0.12 (z = 3.27, p<.001) | 1.13 (z = 29.15, p<.001) |
| Dyslexia | 0.71 (z = 10.54, p<.001) | −0.08 (z = −2.73, p<.001) | 0.93 (z = 27.8, p<.001) | |
|
| 0.32 (z = 3.13, p<.001) | −0.20 (z = −4.37, p<.001) | ||
| Proofreading | Control | 1.02 (z = 10.35, p<.001) | −0.32 (z = −8.15, p<.001) | 0.94 (z = 22.39, p<.001) |
| Dyslexia | 0.84 (z = 8.70, p<.001) | −0.42 (z = −10.76, p<.001) | 0.85 (z = 20.74, p<.001) | |
|
| 0.17 (z = 1.29, p = .197) | −0.09 (z = −1.78, p = .074) | ||
Note. d′ refers to the distance between the two normal distributions (Figure 1), c1 = the criterion between.
Certainly correct and rather certainly correct, c2 = the criterion between rather certainly correct and uncertain.
The proportional odds assumption claims that the difference for c1 and c2 is identical.
Figure 2Boxplots of the subject-specific deviations of the response criteria, showing that there was no more variability in c1 scores of the students with dyslexia than in those of the age matched controls.