Vol. 41 No. 2 (2020): Thinking the Infinite Penser l’infini

• Preface

  David Rabouin, Jana Ndiaye Berankova, Jelica Šumič Riha

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• Ontology and Mathematics: Set Theory, Category Theory, and the Theory of Infinites in Being and Event, Logics of Worlds and The Immanence of Truths

  Alain Badiou

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The Triangle of Philosophy – Mathematics – Psychoanalysis

• “One or Many Ontologies? Badiou’s Arguments for His Thesis ‘Mathematics is Ontology’”

  Oliver Feltham

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• Bolzano’s Badiou

  Nick Nesbitt

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• The Place of Mathematics: Badiou with Lacan

  Jelica Šumič Riha

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The Set-theoretical Model under Discussion

• Badiou and the Ontological Limits of Mathematics

  Michael Hauser

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• Mathematics is Ontology? A Critique of Badiou's Ontological Framing of Set Theory

  Roland Bolz

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• Sets, Set Sizes, and Infinity in Badiou's Being and Event

  Tzuchien Tho

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“Seeing” and “Saying”: Set Theory / Category Theory

• Relation-Object and Onto-logy, Sets, or Categories. Identity, Object, Relation

  Charles Alunni

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• Infinity between Two Ends. Dualities, Algebraic Universes, Sketches, Diagrams

  René Guitart

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• Space and Number: Two Ways in Ontology?

  David Rabouin

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• Beyond Recognition: Badiou’s Mathematics of Bodily Incorporation

  Norman Madarasz

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Large Cardinals and the Attributes of the Absolute

• To the End: Exposing the Absolute

  Frank Ruda

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• The Immanence of Truths and the Absolutely Infinite in Spinoza, Cantor, and Badiou

  Jana Ndiaye Berankova

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• A New Hope for the Symbolic, for the Subject

  Norma M. Hussey

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• An Elementary Peircean and Category-Theoretic Reading of Being and Event, Logics of Worlds, and The Immanence of Truths

  Fernando Zalamea

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• Notes on Contributors

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