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Reasoning with conditionals

Topoi 26 (1):79-95 (2007)

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  1. Negativity bias in defeasible reasoning.Lupita Estefania Gazzo Castañeda, Bruno Richter & Markus Knauff - 2016 - Thinking and Reasoning 22 (2):209-220.
    In defeasible reasoning, initially drawn conclusions can be withdrawn in light of new information. In this paper, we examine how the conclusions drawn from conditionals describing positive or negative situations can be defeated by subsequent negative or positive information, respectively. Participants were confronted with conditionals of the form “If [situation], then I am happy/sad” which were either followed by no additional information or by additional information describing situations of the same or the opposite valence. The participant's task was to decide (...)
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  • Could it be the case that if I am right my opponents will be pleased? A rejoinder to Johnson-Laird, Byrne and girotto.Guy Politzer - 2009 - Topoi 28 (1):81-85.
    I take up the four issues considered by Johnson -Laird, Byrne and Girotto in their reply to Politzer. Based on the conceptual clarification which they adduce, it seems that the disagreement can be settled about the first one and can be attenuated about the second one. However, I maintain and refine my criticisms on the last two, backed up by considerations borrowed from the perspective of the conditional probability semantics for conditionals.
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  • Enthymematic parsimony.Fabio Paglieri & John Woods - 2011 - Synthese 178 (3):461 - 501.
    Enthymemes are traditionally defined as arguments in which some elements are left unstated. It is an empirical fact that enthymemes are both enormously frequent and appropriately understood in everyday argumentation. Why is it so? We outline an answer that dispenses with the so called "principle of charity", which is the standard notion underlying most works on enthymemes. In contrast, we suggest that a different force drives enthymematic argumentation—namely, parsimony, i.e. the tendency to optimize resource consumption, in light of the agent's (...)
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  • Meaning Relations, Syntax, and Understanding.Prakash Mondal - 2022 - Axiomathes 32 (3):459-475.
    This paper revisits the conception of intelligence and understanding as embodied in the Turing Test. It argues that a simple system of meaning relations drawn from words/lexical items in a natural language and framed in terms of syntax-free relations in linguistic texts can help ground linguistic inferences in a manner that can be taken to be 'understanding' in a mechanized system. Understanding in this case is a matter of running through the relevant inferences meaning relations allow for, and some of (...)
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  • The Mental Model Theory of Conditionals: A Reply to Guy Politzer. [REVIEW]Philip N. Johnson-Laird, Ruth M. J. Byrne & Vittorio Girotto - 2009 - Topoi 28 (1):75-80.
    This paper replies to Politzer’s (2007) criticisms of the mental model theory of conditionals. It argues that the theory provides a correct account of negation of conditionals, that it does not provide a truth-functional account of their meaning, though it predicts that certain interpretations of conditionals yield acceptable versions of the ‘paradoxes’ of material implication, and that it postulates three main strategies for estimating the probabilities of conditionals.
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  • Indicative conditionals:Factual or Epistemic?John Cantwell - 2008 - Studia Logica 88 (1):157-194.
    It is argued that indicative conditionals are best viewed as having truth conditions (and so they are in part factual) but that these truth conditions are ‘gappy’ which leaves an explanatory gap that can only be filled by epistemic considerations (and so indicative conditionals are in part epistemic). This dual nature of indicative conditionals gives reason to rethink the relationship between logic viewed as a descriptive discipline (focusing on semantics) and logic viewed as a discipline with a normative import (focusing (...)
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  • Conditionals in reasoning.John Cantwell - 2009 - Synthese 171 (1):47 - 75.
    The paper presents a non-monotonic inference relation on a language containing a conditional that satisfies the Ramsey Test. The logic is a weakening of classical logic and preserves many of the ‘paradoxes of implication’ associated with the material implication. It is argued, however, that once one makes the proper distinction between supposing that something is the case and accepting that it is the case, these ‘paradoxes’ cease to be counterintuitive. A representation theorem is provided where conditionals are given a non-bivalent (...)
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  • Pragmatics, Mental Models and One Paradox of the Material Conditional.Jean-françois Bonnefon & Guy Politzer - 2011 - Mind and Language 26 (2):141-155.
    Most instantiations of the inference ‘y; so if x, y’ seem intuitively odd, a phenomenon known as one of the paradoxes of the material conditional. A common explanation of the oddity, endorsed by Mental Model theory, is based on the intuition that the conclusion of the inference throws away semantic information. We build on this explanation to identify two joint conditions under which the inference becomes acceptable: (a) the truth of x has bearings on the relevance of asserting y; and (...)
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  • Uncertainty and the de Finetti tables.Jean Baratgin, David E. Over & Guy Politzer - 2013 - Thinking and Reasoning 19 (3-4):308-328.
    The new paradigm in the psychology of reasoning adopts a Bayesian, or prob- abilistic, model for studying human reasoning. Contrary to the traditional binary approach based on truth functional logic, with its binary values of truth and falsity, a third value that represents uncertainty can be introduced in the new paradigm. A variety of three-valued truth table systems are available in the formal literature, including one proposed by de Finetti. We examine the descriptive adequacy of these systems for natural language (...)
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  • No more charity, please! Enthymematic parsimony and the pitfall of benevolence.Fabio Paglieri - 2007 - In Christopher W. Tindale Hans V. Hansen (ed.), Dissensus and the Search for Common Ground. Ossa. pp. 1--26.
    Why are enthymemes so frequent? Are we dumb arguers, smart rhetoricians, or parsimonious reasoners? This paper investigates systematic use of enthymemes, criticizing the application of the principle of charity to their interpretation. In contrast, I propose to analyze enthymematic argumentation in terms of parsimony, i.e. as a manifestation of the rational tendency to economize over scant resources. Consequences of this view on the current debate on enthymemes and on their rational reconstruction are discussed.
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