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  1. Benefits of cybernetic models in philosophy.Ferenc András - 2024 - The Reasoner 18 (2):13-14.
    Many logic handbooks allude to the obvious connection between propositional logic and logic circuits. Truth functions in logic can be represented by logic circuits in which the high or low voltage levels of the circuits correspond to the true and false logic values, respectively. At the propositional logic level, the logical connectives of propositions can be simulated by logic circuits as follows: the true or false logical evaluation of atomic propositions corresponds to the high or low level of the circuit (...)
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  2. El desafío del lenguaje privado. Wittgenstein, la comunidad lingüística y la crítica de Kripke.C. Rodríguez Garat - 2024 - Divulgatio. Perfiles Académicos de Posgrado 9 (25):157-167.
    En este breve ensayo me interesa analizar el concepto de lenguaje privado desarrollado por Ludwig Wittgenstein. La importancia radica en el desafío que plantea esta noción cuando nos ponemos a pensar sobre las posibilidades reales de un lenguaje puramente privado. En este sentido, el argumento del enfoque wittgensteiniano sostiene que el significado de las palabras no se origina en experiencias subjetivas individuales, sino en la interacción social dentro de una comunidad de hablantes. De modo que, si cada persona tuviera un (...)
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  3. Foundation of a Rigorous Implication.Wilhelm Ackermann & Fabio De Martin Polo - manuscript - Translated by Fabio De Martin Polo.
    This manuscript presents an English translation of the work titled “Begründung Einer Strengen Implikation” by the German logician and mathematician Wilhelm Ackermann (1896-1962), first published in June 1956.
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  4. Is the Liar Paradox Never Strictly Classical?Choi Seungrak - 2024 - Korean Journal of Logic 27 (3):167-202.
    The present paper investigates whether strictly classical inferences contribute to the formalization of (genuine) paradoxes within natural deduction. Tennant's criterion for paradoxicality relies on the generation of an infinite reduction sequence, which distinguishes genuine paradoxes from mere inconsistencies. His methodological conjecture posits that genuine paradoxes are never strictly classical and can be derived without classical inferences such as the Law of Excluded Middle, Dilemma, Classical Reductio, and Double Negation Elimination. -/- It appears that there were two reasons for Tennant's proposal (...)
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  5. Features and Bugs in Schnieder’s Theory of Properties.Arvid Båve - 2024 - Erkenntnis 89 (8):3379-3384.
    Although Benjamin Schnieder’s theory of the “ordinary conception” of properties successfully handles paradoxical properties—particularly, the property of non-self-instantiation—it fails to account for ordinary, non-pathological cases. The theory allows the inference of ‘a has the property of being F’ only given F(a) and the prior assertibility of ‘the property of being F can exist’. While this allows us to block an inference to a contradiction, it also blocks all of the non-pathological instances of the inference from ‘a is F’ to ‘a (...)
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  6. (3 other versions)Paradoxes from A to Z.Michael Clark - 2012 - New York: Routledge.
    Paradoxes from A to Z, Third edition is the essential guide to paradoxes, and takes the reader on a lively tour of puzzles that have taxed thinkers from Zeno to Galileo, and Lewis Carroll to Bertrand Russell. Michael Clark uncovers an array of conundrums, such as Achilles and the Tortoise, Theseus' Ship, and the Prisoner's Dilemma, taking in subjects as diverse as knowledge, science, art and politics. Clark discusses each paradox in non-technical terms, considering its significance and looking at likely (...)
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  7. Oppositions and paradoxes: philosophical perplexities in science and mathematics.John L. Bell - 2016 - Peterborough, Ontario, Canada: Broadview Press.
    Since antiquity, opposed concepts such as the One and the Many, the Finite and the Infinite, and the Absolute and the Relative, have been a driving force in philosophical, scientific, and mathematical thought. Yet they have also given rise to perplexing problems and conceptual paradoxes which continue to haunt scientists and philosophers. In Oppositions and Paradoxes, John L. Bell explains and investigates the paradoxes and puzzles that arise out of conceptual oppositions in physics and mathematics. In the process, Bell not (...)
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  8. Probabilistic Situations for Goodmanian N-universes.Paul Franceschi - 2006 - Journal of Philosophical Research 31:123-141.
    I will now describe several applications of the theory of n-universes across different probabilistic scenarios. First, I will explain how n-universes can extend the probability spaces used in traditional probability theory. These extended probability spaces enable more refined modelling of complex probabilistic situations and align more intuitively with our perceptions of the physical universe. Next, I will demonstrate the use of n-universes as a methodological tool through two thought experiments described by John Leslie. Finally, I will model Goodman's paradox within (...)
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  9. Achilles' To Do List.Zack Garrett - 2024 - Philosophies 9 (4):104.
    Much of the debate about the mathematical refutation of Zeno’s paradoxes surrounds the logical possibility of completing supertasks—tasks made up of an infinite number of subtasks. Max Black and J.F. Thomson attempt to show that supertasks entail logical contradictions, but their arguments come up short. In this paper, I take a different approach to the mathematical refutations. I argue that even if supertasks are possible, we do not have a non-question-begging reason to think that Achilles’ supertask is possible. The justification (...)
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  10. On the Actuality of Integrative Intellect‐Mystical Asceticism as Self‐Realization in View of Nicolaus de Cusa, Ibn Sīnā, and Others.David Bartosch - 2024 - Religions 15 (7):819.
    I argue for a transformative revival or actualization of the very core of an integrative, methodologically secured form of intellect‑mystical asceticism. This approach draws on traditional sources that are re‑examined from a systematic—synthetic and transcultural—philosophical perspective and in light of the multi‑civilizational global environment of the 21st century. The main traditional points of reference in this paper are provided by Nicolaus de Cusa and Ibn Sīnā, and I refer toa few others, such as Attar of Nishapur, in passing. I begin (...)
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  11. Elements of Dialectical Contextualism.Paul Franceschi - 2014 - In Julien Dutant, Davide Fassio & Anne Meylan (eds.), Liber Amicorum Pascal Engel. University of Geneva. pp. 581-608.
    English translation of an article originally published in French in Liber Amicorum Pascal Engel, J. Dutant, G. Fassio & A. Meylan (eds.), University of Geneva, 2014, pp. 581-608. In what follows, I strive to present the elements of a philosophical doctrine, which can be defined as dialectical contextualism. I proceed first to define the elements of this doctrine: dualities and polar contraries, the principle of dialectical indifference and the one-sidedness bias. I emphasize then the special importance of this doctrine in (...)
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  12. Éléments d'un contextualisme dialectique.Paul Franceschi - 2014 - In Julien Dutant, Davide Fassio & Anne Meylan (eds.), Liber Amicorum Pascal Engel. University of Geneva. pp. 581-608.
    Dans ce qui suit, je m'attache à présenter les éléments d'une doctrine philosophique, qui peut être définie comme un contextualisme dialectique. Je m'efforce tout d'abord de définir les éléments constitutifs de cette doctrine, à travers les dualités et pôles duaux, le principe d'indifférence dialectique et le biais d'uni-polarisation. Je m'attache ensuite à souligner l'intérêt spécifique de cette doctrine au sein d'un domaine particulier de la méta-philosophie : la méthodologie utilisée pour la résolution des paradoxes philosophiques. Je décris enfin une application (...)
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  13. PRAGMATIK, Vol. IV.Dieter Wandschneider (ed.) - 1993 - Hamburg:
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  14. Swyneshed Revisited.Alexander Sandgren - forthcoming - Ergo: An Open Access Journal of Philosophy.
    I propose an approach to liar and Curry paradoxes inspired by the work of Roger Swyneshed in his treatise on insolubles (1330-1335). The keystone of the account is the idea that liar sentences and their ilk are false (and only false) and that the so-called ''capture'' direction of the T-schema should be restricted. The proposed account retains what I take to be the attractive features of Swyneshed's approach without leading to some worrying consequences Swyneshed accepts. The approach and the resulting (...)
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  15. Some notes on the Aristotelian doctrine of opposition and the propositional calculus.Gerardo Ó Matía Cubillo - 2023 - Disputatio. Philosophical Research Bulletin 12 (26):53-70.
    We develop some of Williamson’s ideas regarding how propositional calculus aids in comprehending Aristotelian logic. Specifically, we enhance the utilisation of truth tables to examine the structure of opposition diagrams. Using ‘conditioned truth tables’, we establish logical dependency relationships between the truth values of different propositions. This approach proves effective in interpreting various texts of the Organon concerning the doctrine of opposition.
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  16. A Puzzle about Sums.Andrew Y. Lee - forthcoming - Oxford Studies in Metaphysics.
    A famous mathematical theorem says that the sum of an infinite series of numbers can depend on the order in which those numbers occur. Suppose we interpret the numbers in such a series as representing instances of some physical quantity, such as the weights of a collection of items. The mathematics seems to lead to the result that the weight of a collection of items can depend on the order in which those items are weighed. But that is very hard (...)
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  17. Paradoxologion: (mikrē anthologia logikophilosophikōn provlēmatōn).Dēmētrēs Michaēl - 2018 - Athēna: Futura.
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  18. Peut-on tester si le mouvement est contradictoire ?Luis F. Bartolo Alegre - forthcoming - Revue de Théologie Et de Philosophie.
    Priest's theory of motion is based on Leibniz's Continuity Condition (LCC), which states that any state that exists at each instant in a continuous set of moments also exists at its temporal limit. If we accept the CCL, a free-falling pen would have to be simultaneously in motion and at rest at the instant of change: the critical moment when it hits the ground, thus passing from the state of motion to that of rest. This seems to be a contradictory (...)
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  19. The Alethic Status of Contradictions in Fictional Discourse.Vladimir Vujošević - 2024 - Organon F: Medzinárodný Časopis Pre Analytickú Filozofiu 31 (1):60-89.
  20. Perplexing paradoxes: unraveling enigmas in the world around us.George Szpiro - 2024 - New York: Columbia University Press.
    This book will examine paradoxes in diverse areas of thought: philosophy, mathematics, physics, economics, political science, psychology, computer science, logic, statistics, linguistics, law, etc. Though the treatment of each paradox is rigorous, the book will be written accessibly with a lighthearted and humorous tone so as to keep the reader engaged. Each chapter will focus on a single paradox, structured roughly like so: 1. A question is asked in the context of a story. As an answer, the paradox is presented (...)
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  21. The Hyperintensional Variant of Kaplan’s Paradox.Giorgio Lenta - 2024 - Philosophia 52 (1):187-201.
    David Kaplan famously argued that mainstream semantics for modal logic, which identifies propositions with sets of possible worlds, is affected by a cardinality paradox. Takashi Yagisawa showed that a variant of the same paradox arises when standard possible worlds semantics is extended with impossible worlds to deliver a hyperintensional account of propositions. After introducing the problem, we discuss two general approaches to a possible solution: giving up on sets and giving up on worlds, either in the background semantic framework or (...)
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  22. Justification Logic and the Epistemic Contribution of Deduction.Nancy Abigail Nuñez Hernández & Francisco Hernández-Quiroz - 2024 - Logic and Logical Philosophy 33:381-402.
    Accounting for the epistemic contribution of deduction has been a pervasive problem for logicians interested in deduction, such as, among others, Jakko Hintikka. The problem arises because the conclusion validly deduced from a set of premises is said to be “contained” in that set; because of this containment relation, the conclusion would be known from the moment the premises are known. Assuming this, it is problematic to explain how we can gain knowledge by deducing a logical consequence implied by a (...)
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  23. Peter Schroeder-Heister on Proof-Theoretic Semantics.Thomas Piecha & Kai F. Wehmeier (eds.) - 2024 - Springer.
    This open access book is a superb collection of some fifteen chapters inspired by Schroeder-Heister's groundbreaking work, written by leading experts in the field, plus an extensive autobiography and comments on the various contributions by Schroeder-Heister himself. For several decades, Peter Schroeder-Heister has been a central figure in proof-theoretic semantics, a field of study situated at the interface of logic, theoretical computer science, natural-language semantics, and the philosophy of language. -/- The chapters of which this book is composed discuss the (...)
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  24. Paradoxien – Grenzdenken und Denkgrenzen von A(llwissen) bis Z(eit).Alexander Max Bauer, Gregor Damschen & Mark Siebel (eds.) - 2023 - Paderborn: Brill mentis.
    Paradoxes evoke astonishment, confusion, and delight in the extraordinary. But that is not all: They point to fundamental problems of philosophy, mathematics, and the natural sciences. This volume presents a number of the most important paradoxes from an analytical-philosophical perspective. -/- German abstract: Paradoxien rufen Staunen, Verwirrung und die Lust am Außergewöhnlichen hervor. Aber nicht nur das: Es sind Paradoxien, die bis heute auf Grundprobleme der Philosophie, der Mathematik sowie der Naturwissenschaften hinweisen und uns zu revolutionären Lösungsvorschlägen herausfordern. -/- Einige (...)
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  25. The Banach-Tarski Paradox.Ulrich Meyer - 2023 - Logique Et Analyse 261:41–53.
    Emile Borel regards the Banach-Tarski Paradox as a reductio ad absurdum of the Axiom of Choice. Peter Forrest instead blames the assumption that physical space has a similar structure as the real numbers. This paper argues that Banach and Tarski's result is not paradoxical and that it merely illustrates a surprising feature of the continuum: dividing a spatial region into disjoint pieces need not preserve volume.
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  26. Pa Relative to an Enumeration Oracle.G. O. H. Jun Le, Iskander Sh Kalimullin, Joseph S. Miller & Mariya I. Soskova - 2023 - Journal of Symbolic Logic 88 (4):1497-1525.
    Recall that B is PA relative to A if B computes a member of every nonempty $\Pi ^0_1(A)$ class. This two-place relation is invariant under Turing equivalence and so can be thought of as a binary relation on Turing degrees. Miller and Soskova [23] introduced the notion of a $\Pi ^0_1$ class relative to an enumeration oracle A, which they called a $\Pi ^0_1{\left \langle {A}\right \rangle }$ class. We study the induced extension of the relation B is PA relative (...)
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  27. On Russell's Paradox with Nails and Strings.Ferenc András - manuscript
    The Russell's paradox concerns the foundations of naive set theory. This short short paper is about how it can be interpreted in other contexts and has significance in the world of commands. Understanding the paper assumes that the reader is broadly familiar with the foundations of set theory and its history. The text contains many formulas and therefore the reader should be comfortable in the world of logical formulas. My example is somewhat similar to the barber paradox. There, too, we (...)
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  28. VI—Paradoxes as Philosophical Method and Their Zenonian Origins.Barbara M. Sattler - 2021 - Proceedings of the Aristotelian Society 121 (2):153-181.
    In this paper I show that one of the most fruitful ways of employing paradoxes has been as a philosophical method that forces us to reconsider basic assumptions. After a brief discussion of recent understandings of the notion of paradoxes, I show that Zeno of Elea was the inventor of paradoxes in this sense, against the background of Heraclitus’ and Parmenides’ way of argumentation: in contrast to Heraclitus, Zeno’s paradoxes do not ask us to embrace a paradoxical reality; and in (...)
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  29. 無限的根基——論庫薩的尼古拉之不可言説的言説 The Infinite Foundation: Nicolaus Cusanus’ Ineffable Way of Speaking (ineffabile fari).David Bartosch - 2021 - Jidujiao Wenhua Xuekan 基督教文化學刊 Journal for the Study of Christian Culture 46:49-73. Translated by Peng Bei 彭蓓.
    Concerning Nicolaus Cusanus’ (Nicholas of Cusa, 1401–1464) mysticism of the intellect, his approach to the problem of ineffability deserves the special attention of researchers. Preceded by a general exposition on the topic of the inconceivability of the experience of the foundational autopoietic self-reference of thinking and speaking, this article shows how Nicolaus Cusanus has developed a complex approach to the problem of an “ineffable way of speaking” (ineffable fari). Cusanus developed a set of approaches to non-negatable cataphatic “pointing rods” (Max (...)
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  30. Reference Fixing and the Paradoxes.Mario Gomez-Torrente - 2024 - In Mattia Petrolo & Giorgio Venturi (eds.), Paradoxes Between Truth and Proof. Springer.
    I defend the hypothesis that the semantic paradoxes, the paradoxes about collections, and the sorites paradoxes, are all paradoxes of reference fixing: they show that certain conventionally adopted and otherwise functional reference-fixing principles cannot provide consistent assignments of reference to certain relevant expressions in paradoxical cases. I note that the hypothesis has interesting implications concerning the idea of a unified account of the semantic, collection and sorites paradoxes, as well as about the explanation of their “recalcitrance”. I also note that (...)
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  31. An inexplicably good argument for causal finitism.Ibrahim Dagher - 2023 - International Journal for Philosophy of Religion 94 (2):199-211.
    Causal finitism, the view that the causal history of any event must be finite, has garnered much philosophical interest recently—especially because of its applicability to the Kalām cosmological argument. The most prominent argument for causal finitism is the Grim Reaper argument, which attempts to show that, if infinite causal histories are possible, then other paradoxical states of affairs must also be possible. However, this style of argument has been criticized on the grounds of (i) relying on controversial modal principles, and (...)
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  32. Hegel and the Paradox of Presence.James Sares - 2023 - Hegel Bulletin:1–21.
    This essay evaluates Hegel's claim that the phenomenon of time exhibits a quantitative logic in the context of a paradox concerning temporal presence. On the one hand, in time, the present always is. It seems that the very nature of time, assuming that it is really passing, requires us to assent to the continuous being of the present. If time is always passing, there must always be a present when the passing actually occurs and thus when beings actually exist. On (...)
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  33. La logique amusante.Rolin Wavre - 1946 - Genéve-Annemasse,: Éditions du Mont-Blanc.
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  34. ¿Existen las Máquinas Aceleradas de Turing? Paradojas y posibilidades lógicas.Jose Alejandro Fernández Cuesta - 2023 - Techno Review. International Technology, Science and Society Review 13 (1):49.74.
    Las máquinas aceleradas de Turing (ATMs) son dispositivos capaces de ejecutar súper-tareas. Sin embargo, el simple ejercicio de definirlas ha generado varias paradojas. En el presente artículo se definirán las nociones de súper-tarea y ATM de manera exhaustiva y se aclarará qué debe entenderse en un contexto lógico-formal cuando se pregunta por la existencia de un objeto. A partir de la distinción entre posibilidades lógicas y físicas se disolverán las paradojas y se concluirá que las ATMs son posibles y existen (...)
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  35. Logicheskite paradoksi vŭv filosofska interpretat︠s︡ii︠a︡.Sava Dimitrov Petrov - 1971 - Sofii︠a︡,: Nauka i izkustvo (Varna, pech. St. Dobrev-Strandzhata.
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  36. Paradokkusu.Hidekichi Nakamura - 1972
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  37. Las paradojas lógicas y la teoría de la predicación.Dennis Cardozo Biritos - 1976 - Mendoza, Argentina: Instituto de Ciencias Políticas.
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  38. Za paradoksite v logikata.Anri Eshkenazi - 1977 - Edited by Boi︠a︡n L. Petkanchin & Bogdan D. [From Old Catalog] Di︠a︡Nkov.
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  39. Das Metameta-Paradox.Andrej Poleev - 2023 - Enzymes 21.
    Das Metameta-Paradox ist darauf zurückzuführen, daß man die Eigenständigkeit jeder Realität annimmt, während es in Wirklichkeit nur eine Realität gibt, zu deren Beschreibung eine Sprache genutzt wird, die jedoch keine Metasprache im Verhältnis zu sich selbst sein kann, weil sie aus Elementen besteht, die zu gleicher Klasse angehören. Daher ist jede Beschreibung der Realität der Realität untergeordnet, und ihre Beschreibung sowie die Beschreibung ihrer Beschreibung u.s.w. dürfen nicht als eigenständige Klassen im Sinne der Gruppentheorie eingestuft werden.
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  40. La bottega del barbiere: tre studi sul paradosso.Lorenzo Pozzi - 1982 - Parma: Zara. Edited by Lewis Carroll.
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  41. Self-reference and type distinctions in Greek philosophy and mathematics.Ioannis M. Vandoulakis - 2023 - In Jens Lemanski & Ingolf Max (eds.), Historia Logicae and its Modern Interpretation. London: College Publications. pp. 3-36.
    In this paper, we examine a fundamental problem that appears in Greek philosophy: the paradoxes of self-reference of the type of “Third Man” that appears first in Plato’s 'Parmenides', and is further discussed in Aristotle and the Peripatetic commentators and Proclus. We show that the various versions are analysed using different language, reflecting different understandings by Plato and the Platonists, such as Proclus, on the one hand, and the Peripatetics (Aristotle, Alexander, Eudemus), on the other hand. We show that the (...)
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  42. Paradoxul.Solomon Marcus - 1984 - București: Albatros.
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  43. Der Lügner: Theorie, Geschichte und Auflösung.Alexander Rüstow - 1910 - New York, N.Y.: Garland.
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  44. On the Metainferential Solution to the Semantic Paradoxes.Rea Golan - 2023 - Journal of Philosophical Logic 52 (3):797-820.
    Substructural solutions to the semantic paradoxes have been broadly discussed in recent years. In particular, according to the non-transitive solution, we have to give up the metarule of Cut, whose role is to guarantee that the consequence relation is transitive. This concession—giving up a meta rule—allows us to maintain the entire consequence relation of classical logic. The non-transitive solution has been generalized in recent works into a hierarchy of logics where classicality is maintained at more and more metainferential levels. All (...)
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  45. Paradoxien, Dissonanzen, Zusammenbrüche: Situationen offener Epistemologie.Hans Ulrich Gumbrecht & Karl Ludwig Pfeiffer (eds.) - 1991 - Frankfurt am Main: Suhrkamp.
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  46. Figure del paradosso: filosofia e teoria dei sistemi 2.F. Walter Lupi & Rino Genovese (eds.) - 1992 - Napoli: Liguori editore.
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  47. Theorie paradox: Kreativität als systemische Herausforderung.Arno Schöppe - 1995 - Heidelberg: Carl-Auer-Systeme.
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  48. Rules and Self-Citation.Ori Simchen - 2023 - Journal for the History of Analytical Philosophy 11 (3):1-10.
    I discuss a neglected solution to the skeptical problem introduced by Lewis Carroll’s “What the Tortoise Said to Achilles” (1895) in terms of a self-citational inferential license. I then consider some responses to this solution. The most significant response on behalf of the skeptic utilizes the familiar distinction between two ways of accepting a rule: as action-guiding and as a mere truth. I argue that this is ultimately unsatisfactory and conclude by opting for an alternative conception of rules as representations (...)
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  49. Myšlení v paradoxu, paradox v myšlení: sborník příspěvků.Magda Králová (ed.) - 1998 - Praha: Filosofia.
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  50. Semantičkite paradoksi.Violeta Panzova - 2001 - Skopje: Ǵurǵa.
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