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  1. Using forced choice to test belief bias in syllogistic reasoning.Dries Trippas, Michael F. Verde & Simon J. Handley - 2014 - Cognition 133 (3):586-600.
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  • Reasoning from double conditionals: The effects of logical structure and believability.Carlos Santamaria, Juan A. Garcia-Madruga & Philip N. Johnson-Laird - 1998 - Thinking and Reasoning 4 (2):97-122.
    We report three experimental studies of reasoning with double conditionals, i.e. problems based on premises of the form: If A then B. If B then C. where A, B, and C, describe everyday events. We manipulated both the logical structure of the problems, using all four possible arrangements (or “figures” of their constituents, A, B, and C, and the believability of the two salient conditional conclusions that might follow from them, i.e. If A then C, or If C then A. (...)
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  • Believability and syllogistic reasoning.Jane Oakhill, P. N. Johnson-Laird & Alan Garnham - 1989 - Cognition 31 (2):117-140.
    In this paper we investigate the locus of believability effects in syllogistic reasoning. We identify three points in the reasoning process at which such effects could occur: the initial interpretation of premises, the examination of alternative representations of them (in all of which any valid conclusion must be true), and the “filtering” of putative conclusions. The effect of beliefs at the first of these loci is well established. In this paper we report three experiments that examine whether beliefs have an (...)
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  • Social roles and utilities in reasoning with deontic conditionals.K. I. Manktelow & D. E. Over - 1991 - Cognition 39 (2):85-105.
  • Commentary/Elqayam & Evans: Subtracting “ought” from “is”.Natalie Gold, Andrew M. Colman & Briony D. Pulford - 2011 - Behavioral and Brain Sciences 34 (5).
    Normative theories can be useful in developing descriptive theories, as when normative subjective expected utility theory is used to develop descriptive rational choice theory and behavioral game theory. “Ought” questions are also the essence of theories of moral reasoning, a domain of higher mental processing that could not survive without normative considerations.
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  • Reasoning with quantifiers.Bart Geurts - 2003 - Cognition 86 (3):223--251.
    In the semantics of natural language, quantification may have received more attention than any other subject, and one of the main topics in psychological studies on deductive reasoning is syllogistic inference, which is just a restricted form of reasoning with quantifiers. But thus far the semantical and psychological enterprises have remained disconnected. This paper aims to show how our understanding of syllogistic reasoning may benefit from semantical research on quantification. I present a very simple logic that pivots on the monotonicity (...)
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  • Philosophical thought experiments, intuitions, and cognitive equilibrium.Tamar Szabó Gendler - 2007 - In Peter A. French & Howard K. Wettstein (eds.), Philosophy and the Empirical. Blackwell. pp. 68-89.
    It is a commonplace that contemplation of an imaginary particular may have cognitive and motivational effects that differ from those evoked by an abstract description of an otherwise similar state of affairs. In his Treatise on Human Nature, Hume ([1739] 1978) writes forcefully of this.
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  • Evidence for the innateness of deontic reasoning.Denise Dellarosa Cummins - 1996 - Mind and Language 11 (2):160-90.
    When reasoning about deontic rules (what one may, should, or should not do in a given set of circumstances), reasoners adopt a violation‐detection strategy, a strategy they do not adopt when reasoning about indicative rules (descriptions of purported state of affairs). I argue that this indicative‐deontic distinction constitutes a primitive in the cognitive architecture. To support this claim, I show that this distinction emerges early in development, is observed regardless of the cultural background of the reasoner, and can be selectively (...)
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  • Can any ostrich fly?: some new data on belief bias in syllogistic reasoning.P. Cherubini - 1998 - Cognition 69 (2):179-218.
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