7 research outputs found

    Logic in Cognitive Science: Bridging the Gap between Symbolic and Connectionist Paradigms

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    What can logic contribute to cognitive science? In the early days of cognitive science, logic was taken to play both a descriptive and a normative role in theories of intelligent behavior. Descriptively, human beings were taken to be fundamentally logical, or rational. Normatively, logic was taken t

    Swahili conditional constructions in embodied Frames of Reference: Modeling semantics, pragmatics, and context-sensitivity in UML mental spaces

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    Studies of several languages, including Swahili [swa], suggest that realis (actual, realizable) and irrealis (unlikely, counterfactual) meanings vary along a scale (e.g., 0.0–1.0). T-values (True, False) and P-values (probability) account for this pattern. However, logic cannot describe or explain (a) epistemic stances toward beliefs, (b) deontic and dynamic stances toward states-of-being and actions, and (c) context-sensitivity in conditional interpretations. (a)–(b) are deictic properties (positions, distance) of ‘embodied’ Frames of Reference (FoRs)—space-time loci in which agents perceive and from which they contextually act (Rohrer 2007a, b). I argue that the embodied FoR describes and explains (a)–(c) better than T-values and P-values alone. In this cognitive-functional-descriptive study, I represent these embodied FoRs using Unified Modeling LanguageTM (UML) mental spaces in analyzing Swahili conditional constructions to show how necessary, sufficient, and contributing conditions obtain on the embodied FoR networks level.Swahili, conditional constructions, UML, mental spaces, Frames of Reference, epistemic stance, deontic stance, dynamic stance, context-sensitivity, non-monotonic logi

    Swahili conditional constructions in embodied Frames of Reference: Modeling semantics, pragmatics, and context-sensitivity in UML mental spaces

    Get PDF
    Studies of several languages, including Swahili [swa], suggest that realis (actual, realizable) and irrealis (unlikely, counterfactual) meanings vary along a scale (e.g., 0.0–1.0). T-values (True, False) and P-values (probability) account for this pattern. However, logic cannot describe or explain (a) epistemic stances toward beliefs, (b) deontic and dynamic stances toward states-of-being and actions, and (c) context-sensitivity in conditional interpretations. (a)–(b) are deictic properties (positions, distance) of ‘embodied’ Frames of Reference (FoRs)—space-time loci in which agents perceive and from which they contextually act (Rohrer 2007a, b). I argue that the embodied FoR describes and explains (a)–(c) better than T-values and P-values alone. In this cognitive-functional-descriptive study, I represent these embodied FoRs using Unified Modeling Language (UML) mental spaces in analyzing Swahili conditional constructions to show how necessary, sufficient, and contributing conditions obtain on the embodied FoR networks level

    Intentionality and neuroscience

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    Most, if not all of us, are in practice mental realists: We explain and predict each other's actions by invoking the attribution of mental states. It is characteristic for many mental states to have intentional content, i.e. for thoughts, desires, intentions or emotions to be about dinner, meetings, sunshine, stock markets, elections, and so on. Intentional contents are assigned on the basis of a rational assessment of behavioral (and other) evidence. Many of us also wish to adhere to the notion that invoking intentional mental states does not imply having to commit to dualism, to a ghostly realm of minds and souls which exists over and above the physical world. Specifically, it is widely believed that the investigation of the brain is integral to explaining how the mind works, and that our mental states fundamentally depend on what happens in our brains. At the same time, it is not all that clear that matters of the mind are in any ontological or explanatory way identical to matters of the brain. Hence, it is prudent to neither adopt the notion that mental states are unrelated to the physical, nor that they can be reduced to the physical. Rather, a moderate position between dualism and reductionism is warranted. This book both gives a comprehensive account of the way explanation by mental state works and of how representational/intentional properties are related to matters of the brain, i.e. to matters described by physics, chemistry and biology. The former, which takes up the first part of the book, is rooted in major accounts of a scientific model of explanation by mental states as delineated by recent analytic philosophy, such as Davidson's, Dennett's, Cummins's or Fodor's. The latter, which takes up the second part, involves an inquiry into current empirical studies investigating matters of neural representation and the theoretical frameworks which – sometimes openly, sometimes tacitly – come with it. It not only yields a unified account of representation in cognitive and neuroscience, but also relates cognitive and neural representation to mental intentionality, and ultimately endorses the investigation of cognition by neuroscientific methods as a way of establishing a translation manual between mind and brain state descriptions. Specifically, recent “mindreading” or braincomputer-interface studies are considered as examples for this ongoing endeavor. Building on Quine's and Davidson's theories of interpretation, it is shown that such correlational studies in cognitive neuroscience satisfy their criteria for empirically specifying meaning by way of holistic truth theories, thereby producing localized translations. These translations are non-reductive, since they are bound to irreducible principles underlying the ascription of intentional content, but at the same time, they establish strong semantic bonds between mind and brain, honoring widely shared views about a strong constitutional link between brain and mind

    Nonmonotonic Reasoning by Inhibition Nets II

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    Intentionality and neuroscience

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    Most, if not all of us, are in practice mental realists: We explain and predict each other's actions by invoking the attribution of mental states. It is characteristic for many mental states to have intentional content, i.e. for thoughts, desires, intentions or emotions to be about dinner, meetings, sunshine, stock markets, elections, and so on. Intentional contents are assigned on the basis of a rational assessment of behavioral (and other) evidence. Many of us also wish to adhere to the notion that invoking intentional mental states does not imply having to commit to dualism, to a ghostly realm of minds and souls which exists over and above the physical world. Specifically, it is widely believed that the investigation of the brain is integral to explaining how the mind works, and that our mental states fundamentally depend on what happens in our brains. At the same time, it is not all that clear that matters of the mind are in any ontological or explanatory way identical to matters of the brain. Hence, it is prudent to neither adopt the notion that mental states are unrelated to the physical, nor that they can be reduced to the physical. Rather, a moderate position between dualism and reductionism is warranted. This book both gives a comprehensive account of the way explanation by mental state works and of how representational/intentional properties are related to matters of the brain, i.e. to matters described by physics, chemistry and biology. The former, which takes up the first part of the book, is rooted in major accounts of a scientific model of explanation by mental states as delineated by recent analytic philosophy, such as Davidson's, Dennett's, Cummins's or Fodor's. The latter, which takes up the second part, involves an inquiry into current empirical studies investigating matters of neural representation and the theoretical frameworks which – sometimes openly, sometimes tacitly – come with it. It not only yields a unified account of representation in cognitive and neuroscience, but also relates cognitive and neural representation to mental intentionality, and ultimately endorses the investigation of cognition by neuroscientific methods as a way of establishing a translation manual between mind and brain state descriptions. Specifically, recent “mindreading” or braincomputer-interface studies are considered as examples for this ongoing endeavor. Building on Quine's and Davidson's theories of interpretation, it is shown that such correlational studies in cognitive neuroscience satisfy their criteria for empirically specifying meaning by way of holistic truth theories, thereby producing localized translations. These translations are non-reductive, since they are bound to irreducible principles underlying the ascription of intentional content, but at the same time, they establish strong semantic bonds between mind and brain, honoring widely shared views about a strong constitutional link between brain and mind

    Nonmonotonic Reasoning by Inhibition Nets II ∗

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    In Leitgeb[6] we have shown that certain networks called ‘inhibition nets ’ may be regarded as mechanisms drawing nonmonotonic inferences. The main characteristic of inhibition nets is that there are not only excitatory connections between nodes but also inhibitory connections between nodes and excitatory connections. On the cognitive side, contents of belief are assigned to the patterns of activity in such networks, i.e., distributed representation is employed. An inhibition net together with an interpretation of its net states as belief states is called an ‘interpreted inhibition net’. The state transitions which lead from an initial activity pattern to a final stable activity pattern are regarded as nonmonotonic inferences from an initial total belief to a final plausible belief. The nonmonotonicity of the inferences drawn by interpreted inhibition nets is due to the effect of inhibitory connections. In [6] it has been proved that the system CL (introduced by KLM[5], pp.186–189) of nonmonotonic reasoning is sound and complete with respect to the inferences drawn by interpreted finite hierarchical inhibition nets. In this paper the latter result is extended: we characterize further classes of interpreted inhibition networks, s.t. each of the cumulative logica
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