11 found

Year:

Forthcoming articles
  1. Moti Mizrahi (forthcoming). Why Be an Intellectually Humble Philosopher? Axiomathes:1-14.
    In this paper, I sketch an answer to the question “Why be an intellectually humble philosopher?” I argue that, as far as philosophical argumentation is concerned, the historical record of Western Philosophy provides a straightforward answer to this question. That is, the historical record of philosophical argumentation, which is a track record that is marked by an abundance of alternative theories and serious problems for those theories, can teach us important lessons about the limits of philosophical argumentation. These lessons, in (...)
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  2.  42
    Seungbae Park (forthcoming). Against Mathematical Convenientism. Axiomathes:1-8.
    Indispensablists argue that when our belief system conflicts with our experiences, we can negate a mathematical belief but we do not because if we do, we would have to make an excessive revision of our belief system. Thus, we retain a mathematical belief not because we have good evidence for it but because it is convenient to do so. I call this view ‘mathematical convenientism.’ I argue that mathematical convenientism commits the consequential fallacy and that it demolishes the Quine-Putnam indispensability (...)
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  3.  3
    Stephanie Adair (forthcoming). The Modality of Artistic Objects. Axiomathes:1-13.
    Nicolai Hartmann describes how artistic objects arise through the interplay between a material foreground and immaterial background. In this paper, I show how the layered structure also prevents the modal imbalance inherent in artistic objects from violating the intermodal laws of the real. The real law of intermodal implication specifies that real possibility cannot extend beyond real necessity. I begin by explicating the real intermodal laws and describing how they give the real sphere its characteristic narrowness and determinateness. Hartmann describes (...)
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  4.  1
    Francis Beauvais (forthcoming). “Memory of Water” Without Water: Modeling of Benveniste’s Experiments with a Personalist Interpretation of Probability. Axiomathes:1-17.
    Benveniste’s experiments were at the origin of a scientific controversy that has never been satisfactorily resolved. Hypotheses based on modifications of water structure that were proposed to explain these experiments were generally considered as quite improbable. In the present paper, we show that Benveniste’s experiments violated the law of total probability, one of the pillars of classical probability theory. Although this could suggest that quantum logic was at work, the decoherence process is however at first sight an obstacle to describe (...)
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  5. L. Dappiano (forthcoming). La holologia come progetto di metafisica descrittiva. Le parti e l'intero nella concezione di Aristotele. I'. Axiomathes.
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  6.  8
    Wojciech Krysztofiak (forthcoming). Algebraic Models of Mental Number Axes: Part II. Axiomathes:1-33.
    The paper presents a formal model of the system of number representations as a multiplicity of mental number axes with a hierarchical structure. The hierarchy is determined by the mind as it acquires successive types of mental number axes generated by virtue of some algebraic mechanisms. Three types of algebraic structures, responsible for functioning these mechanisms, are distinguished: BASAN-structures, CASAN-structures and CAPPAN-structures. A foundational order holds between these structures. CAPPAN-structures are derivative from CASAN-structures which are extensions of BASAN-structures. The constructed (...)
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  7.  1
    Georg Northoff (forthcoming). Neuroscience and Whitehead II: Process-Based Ontology of Brain. Axiomathes:1-25.
    While neuroscience has made enormous progress in understanding the brain, the implications of these empirical findings for ontological questions in philosophy including the mind–body problem remain yet unclear. In the first paper, I discussed the model of brain that as implied and supported by the empirical data. This leads me now to the question of an empirically plausible ontology of brain. Therefore, the aim in this second paper is the ontological characterization of the brain in terms of a process-based ontology (...)
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  8.  1
    Georg Northoff (forthcoming). Neuroscience and Whitehead I: Neuro-Ecological Model of Brain. Axiomathes:1-34.
    Neuroscience has made enormous progress in understanding the brain and its various neuro-sensory and neuro-cognitive functions. However, despite all progress, the model of the brain as well as its ontological characterization remain unclear. The aim in this first paper is the discussion of an empirically plausible model of the brain with the subsequent claim of a neuro-ecological model. Whitehead claimed that he inversed or reversed the Kantian notion of the subject by putting it back into the ecological context of the (...)
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  9.  8
    Michele Paolini Paoletti (forthcoming). How Powers Emerge From Relations. Axiomathes:1-18.
    I shall explore in this article the metaphysical possibility of powers’ strongly emerging from relations. After having provided a definition of emergent powers that is also based on the distinction between the possession and the activation of a power, I shall introduce different sorts of Relations that Ground Emergence, both external and internal. Later on, I shall discuss some examples of powers that are grounded on their instantiation. Finally, I shall examine the consequences of accepting such relations within a physicalistic (...)
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  10.  5
    John R. Shook (forthcoming). Abduction, Complex Inferences, and Emergent Heuristics of Scientific Inquiry. Axiomathes:1-30.
    The roles of abductive inference in dynamic heuristics allows scientific methodologies to test novel explanations for the world’s ways. Deliberate reasoning often follows abductive patterns, as well as patterns dominated by deduction and induction, but complex mixtures of these three modes of inference are crucial for scientific explanation. All possible mixed inferences are formulated and categorized using a novel typology and nomenclature. Twenty five possible combinations among abduction, induction, and deduction are assembled and analyzed in order of complexity. There are (...)
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  11.  45
    Jairo José Silvdaa (forthcoming). Structuralism and the Applicability of Mathematics. Axiomathes.
    In this paper I argue for the view that structuralism offers the best perspective for an acceptable account of the applicability of mathematics in the empirical sciences. Structuralism, as I understand it, is the view that mathematics is not the science of a particular type of objects, but of structural properties of arbitrary domains of entities, regardless of whether they are actually existing, merely presupposed or only intentionally intended.
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