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Reading authentic texts: What counts as cognate?*

Published online by Cambridge University Press:  02 February 2012

LAURA WINTHER BALLING*
Affiliation:
Department of International Language Studies and Computational Linguistics, Copenhagen Business School
*
Address for correspondence: Dalgas Have 15, 2Ø.079, DK-2000 Frederiksberg, Denmarklwb.isv@cbs.dk
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Abstract

Most research on cognates has focused on words presented in isolation that are easily defined as cognate between L1 and L2. In contrast, this study investigates what counts as cognate in authentic texts and how such cognates are read. Participants with L1 Danish read news articles in their highly proficient L2, English, while their eye-movements were monitored. The experiment shows a cognate advantage for morphologically simple words, but only when cognateness is defined relative to translation equivalents that are appropriate in the context. For morphologically complex words, a cognate disadvantage is observed which may be due to problems of integrating cognate with non-cognate morphemes. The results show that fast non-selective access to the bilingual lexicon is conditioned by the communicative context. Importantly, a range of variables are statistically controlled in the regression analyses, including word predictability indexed by the conditional probability of each word.

Information

Type
Research Article
Copyright
Copyright © Cambridge University Press 2012 
Figure 0

Table 1. Predictors for the 105 unique items in the analyses. Predictors marked a are based on the 18 million words of the English Celex, while the predictors marked b are based on the 40,481 unique words in the English Lexicon Project.

Figure 1

Table 2. Regression model fitted to first fixation durations using treatment coding for the factor morphological complexity with simple as the reference level. The table shows the effect estimates of the model as well as estimates, 95% Highest Posterior Density (HPD) intervals, and p-values based on 10,000 Markov chain Monte Carlo samples for the fixed effects. The analysis also includes random intercepts for participant (SD estimated at 0.2241) and item (SD estimated at 0.0255). The residual error was estimated at 0.4420.

Figure 2

Table 3. Regression model fitted to first pass reading times, using treatment coding for the factor complexity with simple as the reference level and for cognateness with non-cognate as the reference level. For the random intercept for participant, the SD was estimated at 0.1973, for the random intercept for item, at 0.1296, and for the random slopes for conditional word probability by participant, at 0.0450. The residual standard error was estimated at 0.4514.

Figure 3

Table 4. Regression model fitted to total reading times, using treatment coding for the factor complexity with simple as the reference level, for cognateness with non-cognate as the reference level, for task with reading for comprehension as the reference level, and for word class with adjective/adverbs as the reference level. For the random intercept for participant, the SD was estimated at 0.1869, for the random intercept for item, at 0.1313, and for the random slopes for conditional word probability by participant, at 0.0349. The residual standard error was estimated at 0.5010.

Figure 4

Figure 1. Partial effects plots showing the interaction between complexity and cognateness with an appropriate translation equivalent, for first pass reading time on the left and total reading time on the right. The dashed lines connect the points representing complex words, the solid lines the points representing the simple words.

Figure 5

Figure 2. Partial effects plots for the effects of context: conditional trigram probability indexing predictability on the left and word repetition on the right. Solid lines show total reading time, dashed lines first pass reading time, and dotted lines first fixation duration.

Figure 6

Figure 3. Partial effects plots for the effects of item-related control variables: log written word frequency, word length in letters, and log mean letter bigram frequency. For purposes of illustration, the untransformed length variable is shown also for the total reading time model although the model summarised in Table 4 included a residualised length variable in order to reduce collinearity. Solid lines show total reading time measures, dashed lines first pass reading time, and dotted lines first fixation duration.