Abstract
It is often pointed out that different so-called causal connectives have different causal orders associated with them, for instance non-iconic (consequence-cause) for because, iconic (cause-consequence) for so and and. The objective of this contribution is to determine whether this phenomenological observation has some deeper theoretical explanation by examining what the order really refers to beyond causality. The hypothesis put forward is that the order imposed by connectives does not pertain to causes and consequences as it is usually assumed but to the order of implication (antecedent-consequent) induced by laws, in the sense of non-accidental generalizations. It will be demonstrated that in the case of connectives, laws have the function of the contextual assumptions tacitly invoked as premises in the reasonings that speakers perform when using utterances with connectives such as because, so and, in some cases, and.
The ideas for this paper are an extension of sections from my PhD dissertation accomplished under the supervision of Jacques Moeschler with whom I have had the great privilege to work for several years. I have benefited and continue to benefit from his supportive attitude all along. With gratitude and affection, I dedicate this chapter to him.
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Notes
- 1.
- 2.
See also Moeschler (2014) for an explanation of the non-iconic order of causal discourses.
- 3.
See also Blochowiak (2010, 2014a) for another type of content/basic use of because, the conjectural one, which concerns a speaker’s belief about possible causes of some event (and crucially not about reasons a speaker can have to infer a cause or consequence, as it is the case with epistemic because).
- 4.
Note that there is also a belonging to the class relation in these examples. For instance, the individual John belongs to the class of Englishmen.
- 5.
My proposal here is in accordance with the Relevance Theoretical approach (Sperber and Wilson 1986/1995) which considers the contextual assumptions to be crucial for the interpretation of temporal and causal discourses (Wilson and Sperber 1998; Carston 2002). The novelty of my analysis is that it takes a formal turn that allows exploring in more depth problems linked to order of temporally and causally related discourses with connectives.
- 6.
- 7.
In all the examples presenting sentential formulae the universal quantifier is assumed.
- 8.
The law of closed systems says that given a set of conditional sentences proved to be true, we are authorized to infer that the corresponding converse sentences are also true under the following conditions: (i) if the antecedents of the conditional sentences taken together exhaust all possible cases and (ii) at the same time their consequents have the property to exclude one another (cf. Tarski 1995: 176).
- 9.
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Blochowiak, J. (2017). Connectives: Order, Causality and Beyond. In: Blochowiak, J., Grisot, C., Durrleman, S., Laenzlinger, C. (eds) Formal Models in the Study of Language. Springer, Cham. https://doi.org/10.1007/978-3-319-48832-5_10
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