Results for 'infinity categories'

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  1. Infinity in ontology and mind.Nino B. Cocchiarella - 2008 - Axiomathes 18 (1):1-24.
    Two fundamental categories of any ontology are the category of objects and the category of universals. We discuss the question whether either of these categories can be infinite or not. In the category of objects, the subcategory of physical objects is examined within the context of different cosmological theories regarding the different kinds of fundamental objects in the universe. Abstract objects are discussed in terms of sets and the intensional objects of conceptual realism. The category of universals is (...)
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  2.  54
    Actual Infinity: Spinoza’s Substance Monism as a Reply to Aristotle’s Physics.Andrew Burnside - 2023 - Southwest Philosophy Review 39 (1):69-77.
    I conceive of Spinoza’s substance monism as a response to Aristotle’s prohibition against actual infinity for one key reason: nature, being all things, is necessarily infi nite. Spinoza encapsulates his substance monism with the phrase, “Deus sive Natura,” implying that there is only one infinite substance, which also possesses an infi nity of attributes, of which we are but modes. These logical delineations of substance never actually break up God’s reality. Aristotle’s well-known argument against the reality of an actual (...)
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  3.  13
    Badiou, infinity, and subjectivity: reading Hegel and Lacan after Badiou.Reza Naderi - 2024 - Lanham: Lexington Books.
    This book focuses on the three main categories of Badiou's philosophy-being, truth, and subject- which are elaborated according to three encounters: structure, real, and mathematical infinity. It articulates an underlying theory, "discipline," constituted based on these encounters, which reveals the inner logic of Badiou's method.
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  4.  30
    Infinity in the Presocratics: a bibliographical and philosophical study.Leo Sweeney - 1972 - The Hague,: M. Nijhoff.
    Throughout the long centuries of western metaphysics the problem of the infinite has kept surfacing in different but important ways. It had confronted Greek philosophical speculation from earliest times. It appeared in the definition of the divine attributed to Thales in Diogenes Laertius (I, 36) under the description "that which has neither beginning nor end. " It was presented on the scroll of Anaximander with enough precision to allow doxographers to transmit it in the technical terminology of the unlimited (apeiron) (...)
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  5.  28
    Perfection, Infinity and Univocity.Frederick Sontag - 1952 - Review of Metaphysics 6 (2):219 - 232.
    If "being" is usually defined in terms of something roughly equivalent to the Aristotelian categories, are we forced to say that whatever escapes classification by these categories is to that extent beyond or above being? For instance, if "perfection" is used outside of the categories which apply to particular beings and is attributed to a first principle of all things, is "perfection" in this application so different from "perfection" as it applies within the categories that the (...)
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  6. Pluralist-Monism. Derived Category Theory as the Grammar of n-Awareness.Shanna Dobson & Robert Prentner - manuscript
    In this paper, we develop a mathematical model of awareness based on the idea of plurality. Instead of positing a singular principle, telos, or essence as noumenon, we model it as plurality accessible through multiple forms of awareness (“n-awareness”). In contrast to many other approaches, our model is committed to pluralist thinking. The noumenon is plural, and reality is neither reducible nor irreducible. Nothing dies out in meaning making. We begin by mathematizing the concept of awareness by appealing to the (...)
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  7. Axiomatizing a category of categories.Colin McLarty - 1991 - Journal of Symbolic Logic 56 (4):1243-1260.
    Elementary axioms describe a category of categories. Theorems of category theory follow, including some on adjunctions and triples. A new result is that associativity of composition in categories follows from cartesian closedness of the category of categories. The axioms plus an axiom of infinity are consistent iff the axioms for a well-pointed topos with separation axiom and natural numbers are. The theory is not finitely axiomatizable. Each axiom is independent of the others. Further independence and definability (...)
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  8.  50
    A medieval analysis of infinity.Patterson Brown - 1965 - Journal of the History of Philosophy 3 (2):242-243.
    In lieu of an abstract, here is a brief excerpt of the content:242 HISTORY OF PHILOSOPHY his political and religious predispositions prodded him to demonstrate that the roots of modern science were in the Christian Middle Ages. Sarton's particular foibles are best understood by referring them to his pacifist commitments and the moralistic assumption that the values of science are transferable to other human endeavors. Categories such as inductivism, conventionalism and Popperianism are of little help in gaining historical understanding. (...)
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  9. Duality and Infinity.Guillaume Massas - 2024 - Dissertation, University of California, Berkeley
    Many results in logic and mathematics rely on techniques that allow for concrete, often visual, representations of abstract concepts. A primary example of this phenomenon in logic is the distinction between syntax and semantics, itself an example of the more general duality in mathematics between algebra and geometry. Such representations, however, often rely on the existence of certain maximal objects having particular properties such as points, possible worlds or Tarskian first-order structures. -/- This dissertation explores an alternative to such representations (...)
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  10. The Opening of Hegel's Logic: From Being to Infinity.Stephen Houlgate - 2006 - West Lafayette, IN, USA: Purdue University Press.
    Part Two contains the text-in German and English-of the first two chapters of Hegel's Logic, which cover such categories as being, becoming, something, limit, ...
  11.  78
    Il tutto e le parti. Categorie e soggetti della conflittualità politica nell'antichità.Furio Ferraresi - 2012 - Scienza and Politica. Per Una Storia Delle Dottrine 24 (47).
    Il saggio esamina il modo in cui nell’Antichità classica è stato pensato il conflitto politico a partire dalla riflessione su “fazioni” e “partiti”. L’analisi prende le mosse da Omero ed Esiodo, per i quali la Giustizia è lo strumento con cui dal caos originario si passa al cosmo ordinato. Si concentra quindi sulla nascita della polis come fattore di mediazione del conflitto fra le “parti” sociali, affrontando il pensiero di Tucidide, Platone e Aristotele, che condividono la stessa critica nei confronti (...)
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  12. Perfectoid Diamonds and n-Awareness. A Meta-Model of Subjective Experience.Shanna Dobson & Robert Prentner - manuscript
    In this paper, we propose a mathematical model of subjective experience in terms of classes of hierarchical geometries of representations (“n-awareness”). We first outline a general framework by recalling concepts from higher category theory, homotopy theory, and the theory of (infinity,1)-topoi. We then state three conjectures that enrich this framework. We first propose that the (infinity,1)-category of a geometric structure known as perfectoid diamond is an (infinity,1)-topos. In order to construct a topology on the (infinity,1)-category of (...)
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  13.  12
    L’infini entre deux bouts. Dualités, univers algébriques, esquisses, diagrammes.René Guitart - 2021 - Filozofski Vestnik 41 (2).
    The article affixes a resolutely structuralist view to Alain Badiou’s proposals on the infinite, around the theory of sets. Structuralism is not what is often criticized, to administer mathematical theories, imitating rather more or less philosophical problems. It is rather an attitude in mathematical thinking proper, consisting in solving mathematical problems by structuring data, despite the questions as to foundation. It is the mathematical theory of categories that supports this attitude, thus focusing on the functioning of mathematical work. From (...)
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  14. Hegel’s logic of finitude.Rocío Zambrana - 2012 - Continental Philosophy Review 45 (2):213-233.
    In “Violence and Metaphysics” Jacques Derrida suggests that “the only effective position to take in order not to be enveloped by Hegel would seem to be…to consider false-infinity…irreducible.” Inversely, refuting the charge of logocentrism associated with Hegelian true infinity ( wahrhafte Unendlichkeit ) would involve showing that Hegel’s speculative logic does not establish the infinity of being exempt from the negativity of the finite. This paper takes up Derrida’s challenge, and argues that true infinity is crucial (...)
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  15. Ontologie relazionali e metafisica trinitaria. Sussistenze, eventi e gunk.Damiano Migliorini - 2022 - Brescia: Morcelliana.
    The book aims to examine how a Trinitarian Theism can be formulated through the elaboration of a Relational Ontology and a Trinitarian Metaphysics, in the context of a hyperphatic epistemology. This metaphysics has been proposed by some supporters of the so-called Open Theism as a solution to the numerous dilemmas of Classical Theism. The hypothesis they support is that the Trinitarian nature of God, reflected in a world of multiplicity, relationality, substance and relations, demands that we think of God as (...)
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  16.  30
    Hegel’s vanity. Schelling’s early critique of absolute idealism.Juan José Rodríguez - 2023 - International Journal of Philosophy and Theology 84 (1):1-17.
    In this article, we present for the first time Schelling’s early critique of absolute idealism within his middle metaphysics (1804–1820), which has great relevance and influence on the subsequent course of German philosophy, and, more broadly considered, on later systematic thinking about the categories of unity and duality. We aim to show how Schelling defends a form of metaphysical duality, from 1804 onwards, without relapsing into a stronger Kantian dualism. In this sense, our author rejects both the dualism between (...)
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  17.  72
    Emmanuel Levinas: Responsibility and Election.Catherine Chalier - 1993 - Royal Institute of Philosophy Supplement 35:63-76.
    Although some people argue Emmanuel Levinas is a Jewish thinker because he introduces in his philosophical work ideas which come from the Jewish tradition, I want to present him as a philosopher. A philosopher who tries to widen the philosophical horizon which is traditionally a Greek one but, at the same time, a philosopher who does not want to abandon it. In one of his main books Totality and Infinity, he describes western civilization as an hypocritical one because it (...)
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  18.  13
    Go(Φ)d is Number: Plotting the Divided Line & the Problem of the Irrational.Sandra Kroeker - 2024 - Athens Journal of Philosophy 3 (2):95-110.
    Plato believed that behind everything in the universe lie mathematical principles. Plato was inspired by Pythagoras (571 BCE), who developed a school of mathematics at Crotona that studied sacred geometry as a form of religion. The school’s motto was “God is number,” or “All is Number”. Pythagoras believed that numbers represented God in pattern, symmetry, and infinity. When one of its students, Hippasus told the world the secret of the existence of irrational numbers, Greek geometry was born and Pythagoras’ (...)
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  19.  23
    "The Possibility of the Poetic Said " in Otherwise Than Being : (Allusion, or Blanchot in Levinas).Gabriel Riera - 2004 - Diacritics 34 (2):14-36.
    In lieu of an abstract, here is a brief excerpt of the content:diacritics 34.2 (2006) 14-36 [Access article in PDF] "The Possibility of the Poetic Said" in Otherwise than Being (Allusion, or Blanchot in Lévinas) Gabriel Riera Language would exceed the limits of what is thought, by suggesting, letting be understood without ever making understandable [en laissant sous-entendre, sans jamais faire entendre] an implication of meaning distinct from that which comes to signs from the simultaneity of systems or the logical (...)
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  20.  48
    Picturing Hegel: An Illustrated Guide to Hegel’s Encyclopaedia Logic (review).James A. Dunson Iii - 2010 - Journal of the History of Philosophy 48 (4):536-538.
    In lieu of an abstract, here is a brief excerpt of the content:Reviewed by:Picturing Hegel: An Illustrated Guide to Hegel’s Encyclopaedia LogicJames A. Dunson IIIJulie E. Maybee. Picturing Hegel: An Illustrated Guide to Hegel’s Encyclopaedia Logic. Lanham, MD: Lexington Books, 2009. Pp. xxvii + 639. Paper, $56.95.If Hegel were alive to read an illustrated guide to his Encyclopaedia Logic, he might not immediately appreciate the project. Not only did he consider “picture-thinking” deficient in comparison to conceptual thinking, but he regarded (...)
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  21.  43
    Group Problem‐Solving Processes: Social Interactions andIndividual Actions.Ming Ming Chiu - 2000 - Journal for the Theory of Social Behaviour 30 (1):26–49.
    To help consider why some groups solve problems successfully but others do not, this article introduces a framework for analyzing sequences of group members' actions. The dimensions of evaluation of the previous action , knowledge content , and invitational form organize twenty-seven individual actions, each with specific functions and conditions of use. Evaluations, repetitions and invitational forms link actions together to create coherent social interactions, and thereby serve as possible quantitative measures of collaboration quality. Specific individual action also helps constitute (...)
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  22. Being-Towards-Death/Being-Towards-Life: Heidegger and Christianity on the Meaning of Human Being.Richard Oxenberg - 2002 - Dissertation, Emory University
    This work explores questions of God and faith in the context of Martin Heidegger's phenomenological ontology, as developed in Being and Time . One problem with traditional philosophical approaches to the question of God is their tendency to regard God's existence as an objective datum, which might be proven or disproven through logical argumentation. Since Kant, such arguments have largely been dismissed as predicated on a priori assumptions whose legitimacy cannot be substantiated. This dismissal has led to a widening divorce (...)
     
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  23.  58
    Aristotle’s Notion of Quantity and Modern Mathematics.Seamus Hegarty - 1969 - Philosophical Studies (Dublin) 18:25-35.
    THE notion of quantity is basic and it is no surprise that Aristotle refers to it in many places. There are two main discussions, that in the Categories—a part of the Organon which is of great interest to modern logicians and that spread over the physical treatises. Naturally the two treatments overlap, but modern logic is at a far remove from classical cosmology and it is fairly easy to separate them at their sources. This I have attempted to do (...)
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  24. Emmanuel Levinas and Iris Murdoch: Ethics as exit?C. Fred Alford - 2002 - Philosophy and Literature 26 (1):24-42.
    In lieu of an abstract, here is a brief excerpt of the content:Philosophy and Literature 26.1 (2002) 24-42 [Access article in PDF] Emmanuel Levinas and Iris Murdoch: Ethics as Exit? C. Fred Alford THE LEVINAS EFFECT it has been called, the ability of Emmanuel Levinas's texts to say anything the reader wants to hear, so that Levinas becomes a deconstructionist, theologian, proto-feminist, or even the reconciler of postmodern ethics and rabbinic Judaism. Talmudic scholar and postmodern philosopher, Levinas has become everything (...)
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  25.  56
    The large structures of grothendieck founded on finite-order arithmetic.Colin Mclarty - 2020 - Review of Symbolic Logic 13 (2):296-325.
    The large-structure tools of cohomology including toposes and derived categories stay close to arithmetic in practice, yet published foundations for them go beyond ZFC in logical strength. We reduce the gap by founding all the theorems of Grothendieck’s SGA, plus derived categories, at the level of Finite-Order Arithmetic, far below ZFC. This is the weakest possible foundation for the large-structure tools because one elementary topos of sets with infinity is already this strong.
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  26.  26
    Essays on Realist Instance Ontology and its Logic.Donald W. Mertz - 2006 - De Gruyter.
    Structure or system is a ubiquitous and indispensable feature of all our experience and theory, and requires an ontological analysis. The essays collected in this volume provide an account of structure founded upon the proper analysis of polyadic relations as the irreducible and defining elements of structure. Following from an analysis of ontic predication there is given a number of principles delineating realist instance ontology, together with a critique of both nominalistic trope theory and modern revivals of Aristotle's instance ontology (...)
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  27.  17
    I processi biocognitivi dell’educazione.Anita Gramigna - 2018 - Research Trends in Humanities Education & Philosophy 5:40-46.
    Questo articolo studia la natura dinamica della conoscenza per giungere a meglio identificarne i suoi congegni formativi, nel versante epistemico come in quello applicativo. La metafora di Jacob sulla natura come “bricoleur” è, nelle nostre intenzioni, una cornice descrittiva di come agisce l’intelligenza e si muove. Si chiarirà la relazione fra biologia e pedagogia, al fine di elaborare ipotesi operative. La prospettiva eremeneutica utilizzerà la categoria di “estetica realazionale” messa a punto da Bateson quale base di una teoria della conoscenza (...)
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  28. Hegel, Actuality, and the Power of Conceiving.Victoria I. Burke - 2020 - In Paul Giladi (ed.), Hegel and the Frankfurt School. New York: Routledge.
    I shall argue that Hegel’s concept [Begriff] has emancipatory power [Macht]. In the Science of Logic, Hegel rejects both essentialist conceptions of identity and historical necessity, and he shows that conceiving [begreifen] (or ‘grasping’) is an anticipatory self-movement of thought. The relation between ‘essence’ and ‘concept’ in Book II of the Science of Logic is unlike the relation between ‘essence’ and ‘form’ in Plato to Kant. I will defend this claim not by comparing Hegel’s ‘essence [Wesen]’ with similar categories (...)
     
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  29. Kant's Conceptualism: a New Reading of the Transcendental Deduction.Justin B. Shaddock - 2018 - Pacific Philosophical Quarterly 99 (3):464-488.
    I defend a novel interpretation of Kant's conceptualism regarding the contents of our perceptual experiences. Conceptualist interpreters agree that Kant's Deduction aims to prove that intuitions require the categories for their spatiality and temporality. But conceptualists disagree as to which features of space and time make intuitions require the categories. Interpreters have cited the singularity, unity, infinity, and homogeneity of space and time. But this is incompatible with Kant's Aesthetic, which aims to prove that these same features (...)
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  30.  45
    In/finite Time: Tracing Transcendence to Emmanuel Levinas's Talmudic Lectures.Ethan Kleinberg - 2012 - International Journal of Philosophical Studies 20 (3):375-387.
    Abstract In this article, I attempt to trace Emmanuel Levinas's notion of transcendence and its relation to infinity to his Talmudic lectures to offer both a philosophical diagnosis as well as a counter to the essentialist logic of what Levinas considers the traditional or ?metaphysical? concept of time. This opens my speculative argument up to two levels of interpretation as it requires an historical investigation into the cultural context that conditioned Levinas's particular understanding of transcendence and infinity in (...)
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  31.  19
    Uncertainty in Cognition and Social Practices.Irina A. Gerasimova - 2019 - Epistemology and Philosophy of Science 56 (4):8-20.
    The article discusses the theoretical status of the category of uncertainty. Instead of the classical definitions of uncertainty as an ontological or epistemological concept, a composite theoretical construct is proposed. In classical science, the objectivist representation of the subject of research was preferred. With the nonclassical type of rationality, there rises problem of including subjective elements in a theoretical description. Attention to subject-subject-object methodologies is increasing due to the complication of communicative interactions in science and society in the digital era. (...)
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  32.  75
    The strength of Mac Lane set theory.A. R. D. Mathias - 2001 - Annals of Pure and Applied Logic 110 (1-3):107-234.
    Saunders Mac Lane has drawn attention many times, particularly in his book Mathematics: Form and Function, to the system of set theory of which the axioms are Extensionality, Null Set, Pairing, Union, Infinity, Power Set, Restricted Separation, Foundation, and Choice, to which system, afforced by the principle, , of Transitive Containment, we shall refer as . His system is naturally related to systems derived from topos-theoretic notions concerning the category of sets, and is, as Mac Lane emphasises, one that (...)
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  33.  11
    Labour of Hope in the Speculative Materialism of Ernst Bloch.Mauro Farnesi Camellone - 2024 - Rivista Italiana di Filosofia Politica 5:57-73.
    Il saggio propone una lettura del materialismo speculativo di Ernst Bloch interpretandolo come “scienza della speranza”. La filosofia politica di Bloch viene presentata come un pensiero dell’emancipazione determinato da un’antropologia e un’ontologia sviluppate attorno alle categorie di “anticipazione” e di “materia”, entrambe indicizzate dalla logica della “possibilità oggettivo-reale”. Infine, il saggio propone di considerare il contributo filosofico-politico di Bloch come un pensiero marxista aperto a processi di soggettivazione plurale che rappresentano concrete possibilità di emancipazione nel quadro della dimensione globale della (...)
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  34.  57
    Pāṇini's Grammar and Modern Computation.John Kadvany - 2016 - History and Philosophy of Logic 37 (4):325-346.
    Pāṇini's fourth century BC Sanskrit grammar uses rewrite rules utilizing an explicit formal language defined through a semi-formal metalanguage. The grammar is generative, meaning that it is capable of expressing a potential infinity of well-formed Sanskrit sentences starting from a finite symbolic inventory. The grammar's operational rules involve extensive use of auxiliary markers, in the form of Sanskrit phonemes, to control grammatical derivations. Pāṇini's rules often utilize a generic context-sensitive format to identify terms used in replacement, modification or deletion (...)
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  35. Mad Speculation and Absolute Inhumanism: Lovecraft, Ligotti, and the Weirding of Philosophy.Ben Woodard - 2011 - Continent 1 (1):3-13.
    continent. 1.1 : 3-13. / 0/ – Introduction I want to propose, as a trajectory into the philosophically weird, an absurd theoretical claim and pursue it, or perhaps more accurately, construct it as I point to it, collecting the ground work behind me like the Perpetual Train from China Mieville's Iron Council which puts down track as it moves reclaiming it along the way. The strange trajectory is the following: Kant's critical philosophy and much of continental philosophy which has followed, (...)
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  36.  32
    Coping with informational atomism - one of Jerry Fodor’s legacies.Pierre Jacob - 2020 - Rivista Internazionale di Filosofia e Psicologia 11 (1):19-41.
    : Fodor was passionately unwilling to compromise. Of his several commitments, I focus here on informational atomism. Fodor staunchly rejected semantic holism for two conspiring reasons. He took it to threaten his commitment to the nomic character of psychological explanation. He also took it to pave the way towards relativism, which he found deeply offensive. In this paper, I reconstruct the strands of Fodor’s commitment to the computational version of the representational theory of mind that led him to informational atomism. (...)
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  37.  42
    Desire, Dialectic and Otherness. [REVIEW]Patricia M. Locke - 1988 - Review of Metaphysics 41 (4):826-828.
    The key word in the title is 'otherness', since this book aims to show how even Hegel, the master of dialectic, fails to adequately explain the phenomenon of otherness. Desmond claims that the common experience of difference can be thought of from four basic perspectives of which dialectic is one. Dialectic has advantages over two of them, yet the last category, the metaxological, is best able to account for the intentional infinity that human beings have paradoxically within the finite (...)
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  38.  57
    Hegel's hermeneutics of history.Panagiotis Thanassas - 2009 - Archiv für Geschichte der Philosophie 91 (1):70-94.
    “To him who looks at the world rationally, the world looks rational in return. The relation is mutual.” This emblematic sentence illustrates Hegel's philosophy of history as a hermeneutics of history which, opposed to the apriorism explicitly rejected, searches for its “empirical” verification in trying to “accurately apprehend” history. The much-celebrated “end of history” is not so much an empirical assertion about historical reality as a methodological requirement for an interpretative strategy founded upon the logical category of “true” or “genuine (...)
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  39.  14
    A taxonomy of divisibilism and Gregory of Rimini’s place.Clelia V. Crialesi - forthcoming - British Journal for the History of Philosophy:1-22.
    This paper presents a taxonomy of divisibilism, a philosophical perspective advocating for the infinite divisibility of continua. The taxonomy is founded on various conceptualizations of indivisibles, enabling the identification of two types of divisibilism: ‘moderate’ and ‘strong’. The former denies indivisibles as constituent parts of magnitudes, whereas the latter rejects indivisibles as even intrinsic elements (such as limits or junctions) of magnitudes. The paper proceeds to demonstrate how Gregory of Rimini falls into the second category, utilizing geometry and non-entitism as (...)
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  40. Cartesian Theodicy: Descartes Quest for Certitude.Z. Janowski - 2000 - Revue de Métaphysique et de Morale 3:127-128.
    This study is the first work ever to interpret the Meditations as theodicy. I show that Descartes' attempt to define the role of God for man's cognitive fallibility in so far as God is the creator of man's nature, is a reiteration of an old Epicurean argument pointing out the incongruity between the existence of God and evil. The question of the nature and origin of error which Descartes addresses in the First Meditation is reformulated in the Fourth Meditation into (...)
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  41.  40
    Divine Perfection. [REVIEW]R. A. - 1962 - Review of Metaphysics 16 (2):399-399.
    A theistic study which rejects negative and purely analogical theology. An historical review of the traditional categories applied to the divine nature shows that God's perfection includes an infinity of possibles whose actualization is a matter of free but controlled selection. The argument does not always appear precise or inevitable, but it is suggestive.--A. R.
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  42.  37
    Aristotle's Circular Movement as a Logos Doctrine.Murray Greene - 1965 - Review of Metaphysics 19 (1):115 - 132.
    Kierkegaard notwithstanding, Hegel's notion of the "good" and "bad" infinity was not unprecedented. On the contrary, this attempt to invest a "logical" category with ethical significances goes back to the very roots of the Western metaphysical tradition. In the Pythagorean doctrine of limit and the unlimited, limit was the arche of the good; the unlimited of evil. In the Pythagorean concept of number as an ens, limit and the unlimited attained ontological status. And since number constituted the determinate character (...)
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  43. Derrida and Levinas: Ethics, Writing, Historicity.Paola Marrati - 2005 - Levinas Studies 1:51-71.
    In 1964, Jacques Derrida’s long essay “Violence and Metaphysics” opened a dialogue with Emmanuel Levinas that would not be interrupted until Derrida’srecent death. Published only three years after the appearance of Totality and Infinity and at a moment when Derrida’s own early texts were still in the course of elaboration, this text right away recognizes the legitimacy and the import of Levinas’s philosophical project. Derrida pays homage to the Levinasian attempt to interrogate the whole of the western philosophical tradition (...)
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  44.  40
    Benedykt Bornstein’s Philosophy of Logic and Mathematics.Roman Murawski - 2014 - Axiomathes 24 (4):549-558.
    The aim of this paper is to present and discuss main philosophical ideas concerning logic and mathematics of a significant but forgotten Polish philosopher Benedykt Bornstein. He received his doctoral degree with Kazimierz Twardowski but is not included into the Lvov–Warsaw School of Philosophy founded by the latter. His philosophical views were unique and quite different from the views of main representatives of Lvov–Warsaw School. We shall discuss Bornstein’s considerations on the philosophy of geometry, on the infinity, on the (...)
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  45.  33
    L'ontologie des Indivisibles et la structure du continu selon Gautier Burley.Alice Lamy - 2011 - Astérion 9 (9).
    Pour Aristote, sous le rapport de sa composition en parties, le continu est divisible mais sous le rapport de ses limites (point, ligne, surface et profondeur), le continu est indivisible. Walter Burley, comme ses contemporains, a commenté la coexistence problématique de la divisibilité et de l’indivisibilité dans la structure du continu. Bien plus, aux prises avec sa célèbre polémique contre son adversaire Guillaume d’Ockham à propos de l’ontologie de la catégorie de quantité, il admet une structure du continu originale qui (...)
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    Criticism against Ibn al-Arabī from among Sūfī’s: the Case of ‘Alā’ al-Dawla al-Simnānī.Kübra Zümrüt Orhan - 2019 - Cumhuriyet İlahiyat Dergisi 23 (2):631-649.
    : ‘Alā’ al-Dawla al-Simnānī (d. 736/1336) was a Kubrawī sheikh lived in Simnān one hundred years after Ibn al-Arabī (d. 638/1240). He authored around ninety works in Arabic and Persian on various fields within Sūfism, raised many disciples. His contribution to the sūfī tradition mainly come to forefront regarding problems like unity, latāif (subtle organs), rijāl al-ghaib (men of the unseen), wāqia (dream-like mystical experiences) and tajallī (manifestation). Simnānī’s understanding of the unity influenced subsequent sūfī’s and specifically Ahmad Sirhindī (d. (...)
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  47.  10
    Marx e Hegel: contributi a una rilettura.Roberto Fineschi - 2006 - Roma: Carocci.
    Il libro si articola in tre parti - nella prima l’autore ricostruisce che cosa intenda Marx quando usa i termini 'dialettica' e 'Hegel', cercando al contempo di individuare alcune fonti di questa interpretazione e di valutarne la correttezza che risulterà essere limitata; alla luce di questi chiarimenti, nella seconda parte viene ripreso il tema dell’alienazione che tanto ha pesato nell’analisi del rapporto tra i due pensatori; infine, nella terza parte si procede ad una contestualizzazione dell’uso di determinate categorie dialettiche nella (...)
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  48. Sulle tracce della malinconia. Un approccio filosofico-sociale.Marco Solinas - 2009 - Costruzioni Psicoanalitiche (17):83-102.
    The essay aims to analyse the gradual historical process of the partial overlap, replacement and expansion of the theoretical paradigm of depression with respect to that of melancholy. The first part is devoted to analysing some of the central features of the multivalent thematizations of melancholy drawn up during modernity, also with relation to the spirit of capitalism (in its Weberian acceptation). This is followed by an overview of the birth of the modern category of depression, and the process that (...)
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  49. Meillassoux’s Virtual Future.Graham Harman - 2011 - Continent 1 (2):78-91.
    continent. 1.2 (2011): 78-91. This article consists of three parts. First, I will review the major themes of Quentin Meillassoux’s After Finitude . Since some of my readers will have read this book and others not, I will try to strike a balance between clear summary and fresh critique. Second, I discuss an unpublished book by Meillassoux unfamiliar to all readers of this article, except those scant few that may have gone digging in the microfilm archives of the École normale (...)
     
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  50. Metafisica mostruosa.Elena Casetta - 2014 - In Elena Casetta, Valeria Giardino, Andrea Borghini, Patrizia Pedrini, Francesco Calemi, Daniele Santoro, Giuliano Torrengo, Claudio Calosi, Pierluigi Graziani & Achille C. Varzi (eds.), Mettere a Fuoco Il Mondo. Conversazioni sulla Filosofia di Achille Varzi (Special Issue of Isonomia – Epistemologica). ISONOMIA – Epistemologica. University of Urbino. pp. 24-35.
    Se leggiamo tra le righe del suo lavoro, possiamo scoprire che Varzi prende i mostri molto sul serio. Troviamo, per esempio, mostri mereologici frutto della composizione non ristretta, come l’entità costituita dalla metà sinistra di questa mela e dal bracciolo di quella poltrona.10 Oppure mostri topologici dai quali una teoria mereotopologica delle nicche deve rifuggire, come le curve riempispazio di Peano e Hilbert.11 O, ancora, mostri ontologici come l’antimateria;12 le entità “inesistenti” che, come si sa, non possono esistere, dato che (...)
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