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On Brouwer’s continuity principle
Indagationes Mathematicae, 2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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2022
Abstract Chapter 5 argues that one premise of the argument that this book defends is a logical truth. It shows that the premise is true if and only if the logic of absolute modality includes the Brouwer system. It also argues that that logic does include that system.
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Abstract Chapter 5 argues that one premise of the argument that this book defends is a logical truth. It shows that the premise is true if and only if the logic of absolute modality includes the Brouwer system. It also argues that that logic does include that system.
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Synthese, 2003
In this paper, I present a summary of the philosophical relationship betweenWittgenstein and Brouwer, taking as my point of departure Brouwer's lecture onMarch 10, 1928 in Vienna. I argue that Wittgenstein having at that stage not doneserious philosophical work for years, if one is to understand the impact of thatlecture on him, it is better to compare
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In this paper, I present a summary of the philosophical relationship betweenWittgenstein and Brouwer, taking as my point of departure Brouwer's lecture onMarch 10, 1928 in Vienna. I argue that Wittgenstein having at that stage not doneserious philosophical work for years, if one is to understand the impact of thatlecture on him, it is better to compare
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Brouwer and Fraenkel on Intuitionism
Bulletin of Symbolic Logic, 2000In the present paper the story is told of the brief and far from tranquil encounter of L.E.J. Brouwer and A. Fraenkel. The relationship which started in perfect harmony, ended in irritation and reproaches.The mutual appreciation at the outset is beyond question.
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Mathematical Notes, 1992
The paper provides a calculation for the Browder-Livesay groups \(LN_ *( \pi \to G)\) for a finite abelian 2-group \(G\), here \(\pi\) is an index two subgroup. In case \(G \cong \pi \oplus \mathbb{Z} / 2\) the calculation was known since [\textit{C. T. C.
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The paper provides a calculation for the Browder-Livesay groups \(LN_ *( \pi \to G)\) for a finite abelian 2-group \(G\), here \(\pi\) is an index two subgroup. In case \(G \cong \pi \oplus \mathbb{Z} / 2\) the calculation was known since [\textit{C. T. C.
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Brouwer’s Notion of ‘Egoicity’
Axiomathes, 2020According to Brouwer’s ‘theory of the exodus of consciousness’, our experience includes ‘egoicity’, a distinct kind of feeling. In this paper, we (i) describe his phenomenology in order to (ii) explore and elaborate on the notion of egoic sensations.
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