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Discourse context modulates the effect of implicit causality on rementions

Published online by Cambridge University Press:  02 October 2018

EMIEL VAN DEN HOVEN*
Affiliation:
Center for Cognitive Science, University of Freiburg
EVELYN C. FERSTL
Affiliation:
Center for Cognitive Science, University of Freiburg
*
†Address for correspondence: Emiel van den Hoven, DFG GRK 1624 “Frequency Effects in Language”, Belfortstraße 18, 79098 Freiburg, Germany. e-mail: emiel.vandenhoven@frequenz.uni-freiburg.de
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Abstract

Certain verbs tend to elicit explanations about either their subject or their object. The tendency for one of the verb’s arguments to be rementioned in explanations is known as the implicit causality bias. In this paper we investigate the conditions underlying implicit causality remention biases by means of sentence and story completion studies. On one account of implicit causality, remention biases are the product of a combination of a particular lexico-semantic structure with a causal coherence relation. According to a competing account, the biases arise from a perceived lack of information in the discourse, and thus depend on knowledge about the world and the discourse context. To distinguish between the two accounts, it first needs to be established that information that potentially competes with implicit causality, such as relevant information from the discourse context, can reliably influence remention biases. We provide evidence that a violation of implicit assumptions underlying the standard use of implicit causality verbs leads to different inferences, and an alteration of the remention bias. We thereby lay the groundwork for future studies to distinguish between the two accounts.

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Type
Article
Copyright
Copyright © UK Cognitive Linguistics Association 2018 
Figure 0

table 1. Two versions of a story in which sincerity is manipulated

Figure 1

table 2. Two versions of a story in which consensus and distinctiveness are manipulated

Figure 2

Fig. 1. Boxplots of the log-odds of an NP1 continuation per verb in Experiment 1, (a) by Semantic Category and (b) by Causal Implication. Outliers (values lower than the median − 1.58 * interquartile range / sqrt(n) or higher than the median + 1.58 * interquartile range / sqrt(n) for a given Semantic Category) are plotted individually. s-e = stimulus-experiencer, a-p = agent-patient.

Figure 3

Fig. 2. Posterior distributions of fixed effect estimates for Experiment 1. Dots indicate medians; thick lines indicate 50% Highest Density Intervals and thin lines indicate 95% Highest Density Intervals. BF01 indicates the Bayes Factor: the ratio between the probability of an estimate of 0 given the alternative hypothesis H1 and the probability of an estimate of 0 given the null hypothesis H0. A smaller BF01 value means more support for H1 over H0. s-e = stimulus–experiencer, a-p = agent–patient.

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table 3. Descriptive statistics for verbs included and verbs not included in Experiment 2

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Fig. 3. The prior distributions representing H0 (IC Bias does not predict the proportion of NP1 rementions in story completion) and H2 (IC Bias corresponds perfectly to the proportion of NP1 rementions in story completion), and the posterior distributions of the effects of IC Bias on the proportion of NP1 rementions in sentence completion and in story completion. The horizontal axis indicates the estimate of the effect size in log-odds, and the vertical axis indicates the probability density for that estimate. Dashed lines indicate the values of the estimate at which the Savage-Dickey density ratios were calculated.

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table 4. Contingency table of responses by Discourse Context in Experiment 2

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Fig. 4. Posterior distributions of fixed effect estimates for Experiment 2. Dots indicate medians; thick lines indicate 50% Highest Density Intervals and thin lines indicate 95% Highest Density Intervals. BF01 indicates the Bayes Factor: the ratio between the probability of an estimate of 0 given the alternative hypothesis H1 and the probability of an estimate of 0 given the null hypothesis H0. A smaller BF01 value means more support for H1 over H0.

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Fig. 5. Scatterplot showing the effect of IC Bias (the log-odds of an NP1 remention without a story context) on the log-odds of continuing a story with an NP1 remention per story in Experiment 2. Gray shading indicates the 95% Highest Density Interval, and the black line shows the median. The horizontal gray line shows the most likely slope given H0 (IC Bias does not predict the proportion of NP1 rementions in story completion) and the diagonal gray line shows the most likely slope given H2 (IC Bias corresponds perfectly to the proportion of NP1 rementions in story completion), given the most likely intercept from the model.

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Fig. 6. Barplots showing the number of (re)mentions of each referent type per Discourse Context (NP1-biased or NP2-biased) in Experiment 2.

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van den Hoven and Ferstl supplementary material

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