21 found
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Fernando Zalamea [24]Federico Zalamea [3]F. Zalamea [1]
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Federico Zalamea
Université Paris Diderot
  1.  20
    The Notion of Locality in Relational Quantum Mechanics.P. Martin-Dussaud, C. Rovelli & F. Zalamea - 2019 - Foundations of Physics 49 (2):96-106.
    The term ‘locality’ is used in different contexts with different meanings. There have been claims that relational quantum mechanics is local, but it is not clear then how it accounts for the effects that go under the usual name of quantum non-locality. The present article shows that the failure of ‘locality’ in the sense of Bell, once interpreted in the relational framework, reduces to the existence of a common cause in an indeterministic context. In particular, there is no need to (...)
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  2.  15
    The Twofold Role of Observables in Classical and Quantum Kinematics.Federico Zalamea - 2017 - Foundations of Physics:1-31.
    Observables have a dual nature in both classical and quantum kinematics: they are at the same time quantities, allowing to separate states by means of their numerical values, and generators of transformations, establishing relations between different states. In this work, we show how this twofold role of observables constitutes a key feature in the conceptual analysis of classical and quantum kinematics, shedding a new light on the distinguishing feature of the quantum at the kinematical level. We first take a look (...)
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  3. The Mathematical Description of a Generic Physical System.Federico Zalamea - 2015 - Topoi 34 (2):339-348.
    When dealing with a certain class of physical systems, the mathematical characterization of a generic system aims to describe the phase portrait of all its possible states. Because they are defined only up to isomorphism, the mathematical objects involved are “schematic structures”. If one imposes the condition that these mathematical definitions completely capture the physical information of a given system, one is led to a strong requirement of individuation for physical states. However, we show there are not enough qualitatively distinct (...)
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  4.  45
    Metafisica Per Assurdo: Peirce E I Problemi Del'epistemologia Contemporanea Giovanni Maddalena.Fernando Zalamea - 2012 - Transactions of the Charles S. Peirce Society 48 (2):249.
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  5.  3
    A New Analytic/Synthetic/Horotic Paradigm.Giovanni Maddalena & Fernando Zalamea - 2012 - European Journal of Pragmatism and American Philosophy 4 (2).
  6.  9
    The Twofold Role of Observables in Classical and Quantum Kinematics.Federico Zalamea - 2018 - Foundations of Physics 48 (9):1061-1091.
    Observables have a dual nature in both classical and quantum kinematics: they are at the same time quantities, allowing to separate states by means of their numerical values, and generators of transformations, establishing relations between different states. In this work, we show how this twofold role of observables constitutes a key feature in the conceptual analysis of classical and quantum kinematics, shedding a new light on the distinguishing feature of the quantum at the kinematical level. We first take a look (...)
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  7.  35
    Towards a Philosophy of Real Mathematics.Fernando Zalamea - 2006 - Theoria: Revista de Teoría, Historia y Fundamentos de la Ciencia 21 (1):107-108.
    No son muchos los textos en filosofía de las matemáticas que intentan dirigirse a la práctica matemática avanzada y, menos aún, aquellos que intentan acercarse a las matemáticas contemporáneas en acción. La lista de tales esfuerzos es bastante reducida—Pólya, Lakatos, Kline, Wilder, Kitcher acercándose a la matemática clásica; De Lorenzo, MacLane, Tymoczko haciéndolo a la matemática moderna; Badiou, Maddy, Patras a la matemática contemporánea—por lo que el trabajo de Corfield, ya sólo por situarse en esa línea minoritaria, merece una cierta (...)
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  8.  4
    Two New Gestures. On Peirce's Continuum and the Existential Graphs.Fernando Zalamea - 2019 - Lebenswelt. Aesthetics and Philosophy of Experience 13.
    The article presents two gestures corresponding to two profound new understandings of Peirce's Continuum and Peirce's Existential Graphs. Vargas and Oostra have revolutionized Peirce's mathematical studies, thanks to a first complete model for Peirce's continuum provided by Vargas, and thanks to the emergence of intuitionistic existential graphs provided by Oostra. The article aims at showing how these careful mathematical constructions can be encrypted in very simple gestures.
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  9.  6
    Mixtes et passages du local au global chez Lautman : préfigurations de la théorie des faisceaux.Fernando Zalamea - 2010 - Philosophiques 37 (1):17-25.
    Nous étudions le Rapport de Lautman qui ouvre ce volume. Après une description critique des contenus et une discussion des fonds conceptuels du Rapport, nous montrons comment l’émergence postérieure de la théorie des faisceaux répond techniquement aux questionnements et aux préfigurations de Lautman.We study Lautman’s Rapport which opens this volume. After a critical description and a discussion of the contents of the Rapport, we show how the emergence of sheaf theory answers technically many questions raised by Lautman ten years earlier.
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  10.  21
    Peirce's Inversions of the Topological and the Logica!. Forgotten Roads for Our Contemporary World.Fernando Zalamea - 2017 - Rivista di Storia Della Filosofia 72 (3):415-434.
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  11.  40
    Review of D. Corfield, Towards a Philosophy of Real Mathematics.Fernando Zalamea - 2006 - Theoria 21 (1):107-108.
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  12.  52
    La Razón Creativa. Crecimiento Y Finalidad Del Ser Humano Según C.S. Peirce (Review).Fernando Zalamea - 2008 - Transactions of the Charles S. Peirce Society 44 (3):pp. 532-534.
  13.  31
    Albert Lautman and the Creative Dialectic of Modern Mathematics. Translated by Simon B. Duffy.Fernando Zalamea - 2011 - In Mathematics, Ideas and the physical real, by Albert Lautman. Continuum.
    It is possible today to observe in hindsight the epistemological landscape of the twentieth century, and the work of Albert Lautman in mathematical philosophy appears as a profound turning point, opening to a true under- standing of creativity in mathematics and its relation with the real. Little understood in its time or even today, Lautman’s work explores the difficult but exciting intersection where modern mathematics, advanced mathe- matical invention, the structural or unitary relations of mathematical knowledge and, finally, the metaphysical (...)
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  14.  37
    Review: I Pragmatisti Italiani: Tra Alleati E Nemici. [REVIEW]Fernando Zalamea - 2009 - Transactions of the Charles S. Peirce Society 45 (4):pp. 711-713.
  15.  15
    I Pragmatisti Italiana: Tra Alleati E Nemici By Giovanni Maddalena and Giovanni Tuzet.Fernando Zalamea - 2009 - Transactions of the Charles S. Peirce Society 45 (4):711.
  16.  21
    La Creatividad En Las Matemáticas y En Las Artes Plásticas: Conceptografía de Transferencias y Obstrucciones a Través Del Sistema Peirceano.Fernando Zalamea - 2008 - Utopía y Praxis Latinoamericana 13 (40):99-109.
    Some creativity modes in art and mat he - matics are studied, both looking for specificities and possible transits. Peirce’s “pragmaticist” ar - chitectonics –and, in particular, its attention to reasonableness and creativity– help to weave a counter point between art and literature on a basis ..
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  17.  12
    Mariano Picón Salas: triangulaciones del lugar americano 1930-1950.Fernando Zalamea - 2007 - Anuario Filosófico 40 (89):343-350.
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  18.  10
    Existential Graphs and Proofs of Pragmaticism.Fernando Zalamea & Jaime Nubiola - 2011 - Semiotica 2011 (186):421-439.
    We show how Peirce's architectonics folds on itself and finds local consequences that correspond to the major global hypotheses of the system. In particular, we study how the pragmaticist maxim can be technically represented in Peirce's existential graphs, well-suited to reveal an underlying continuity in logical operations, and can provide suggestive philosophical analogies. Further, using the existential graphs, we formalize — and prove one direction of — a “local proof of pragmaticism,” trying thus to explain the prominent place that existential (...)
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  19.  2
    Plasticity and Creativity in the Logic Notebook.Fernando Zalamea - 2013 - European Journal of Pragmatism and American Philosophy 5 (1).
  20. Fundamentos de Matemáticas.Fernando Zalamea - 2007 - Universidad Nacional de Colombia, Sede Bogotá, Departamento de Matemáticas, Facultad de Ciencias.
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  21. Peirce’s Reception in Colombia.Fernando Zalamea - 2014 - European Journal of Pragmatism and American Philosophy 6 (1).