7 found
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  1.  18
    Dialectical Hegelian Logic and Physical Quantity and Quality.J. L. Usó-Doménech, J. A. Nescolarde-Selva & H. Gash - 2022 - Foundations of Science 27 (2):555-572.
    In Ontology, quality determines beings. The quality-quantity bipolarity reveals that a conceptual logical comprehension that can include negation must be a dialectical logic. Quality is a precise characteristic of something capable of augmentation or diminution while remaining identical through differences or quantitative changes. Thus, quality and in opposition quantity are inextricably linked, giving definition to each other, so constituting a logical bipolarity. The theory is that a magnitude G is never separated from secondary qualities α and β, and therefore, a (...)
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  2.  17
    Argumentum Ontologicum and Argumentum Ornithologicum : Anselm of Canterbury and Jorge Luis Borges.J. L. Usó-Doménech, J. A. Nescolarde-Selva & H. Gash - 2019 - Foundations of Science 24 (4):727-749.
    In this paper, the authors attempt to prove there is a relationship between Borges’ “Argumentum ornithologicum” and Anselm’s argument “Argumentum ontologicum”. We suggest Borges, using the image of a flock of birds, with oriental reminiscences, half joking, half serious attempts to prove the existence of God. We demonstrate the fallacies incurred by Borges and why his “Argumentum” has no place within the traditional set of ontological arguments. However, it would easy to forget that Borges’ claim is not philosophical, nor theological, (...)
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  3.  21
    Mathematical Logic of Notions and Concepts.J. L. Usó-Doménech & J. A. Nescolarde-Selva - 2019 - Foundations of Science 24 (4):641-655.
    In this paper the authors develop a logic of concepts within a mathematical linguistic theory. In the set of concepts defined in a belief system, the order relationship and Boolean algebra of the concepts are considered. This study is designed to obtain a tool, which is the metatheoretical base of this type of theory.
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  4.  12
    Beliefs, Epistemic Regress and Doxastic Justification.J. A. Nescolarde-Selva, J. L. Usó-Doménech, L. Segura-Abad & H. Gash - forthcoming - Foundations of Science:1-39.
    By justification we understand what makes a belief epistemologically viable: generally this is considered knowledge that is true. The problem is defining this with a higher degree of precision because this is where different conflicting conceptions appear. On the one hand, we can understand justification as what makes it reasonable to acquire or maintain a belief; on the other, it is what increases the probability that the belief is true. This work tries to prove that beliefs depend on other beliefs (...)
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  5.  19
    Ontological Argument and Infinity in Spinoza’s Thought.J. L. Usó-Doménech, J. A. Nescolarde-Selva & Hugh Gash - 2020 - Foundations of Science 25 (2):385-400.
    If the words in Spinoza’s Ethics are considered as symbols, then certain words in the definitions of the Ethics can be replaced with symbols from set theory and we can reexamine Spinoza’s first definitions within a logical–mathematical frame. The authors believe that, some aspects of Spinoza’s work can be explained and illustrated through mathematics. A semantic relation between the definitions of the philosopher and set theory is presented. It is explained each chosen symbol. The ontological argument is developed through modal (...)
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  6.  10
    Paradoxical Aspects of the Russellian Conception of Existence.J. L. Usó-Doménech, J. A. Nescolarde-Selva & H. Gash - 2023 - Foundations of Science 28 (3):911-925.
    In this paper, the authors try to clarify the relations between Meinong’s and Russell's thoughts on the ontological ideas of existence. The Meinongian theory on non-existent objects does not in itself violate the principle of non-contradiction, since the problem that this hypothesis offers to the theory of definite descriptions is not so much a logical problem as an ontological problem. To demonstrate this we will establish what we believe are the two main theses basic to the theory of descriptions: the (...)
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  7.  13
    Theorizing About Theories and Mathematical Existence.J. L. Usó-Doménech, J. A. Nescolarde-Selva & H. Gash - 2020 - Foundations of Science 25 (3):587-595.
    Suppes proposes an analysis of the structure and identity of empirical theories with his model-theoretical approach and undertakes effective reconstructions of theories in diverse disciplinary fields. Here the authors analyse the results of these examinations under the optics of questions concerning the assumed ontological commitments, and for how they satisfy economic and other criteria.
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