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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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The Development of Brouwer’s Intuitionism
2000It has often been said that Brouwer’s papers are hard to read; leaving the truth or falsity of that statement aside, one might wish for a guide through the intricate maze of arguments, principles, counter examples,.... The present exposition should provide readers with a map to venture out into the works of Brouwer.
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2004
"On Brouwer", like other titles in the Wadsworth Philosopher's Series, offers a concise, yet comprehensive, introduction to this philosopher's most important ideas. Presenting the most important insights of well over a hundred seminal philosophers in both the Eastern and Western traditions, the Wadsworth Philosophers Series contains volumes written by ...
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"On Brouwer", like other titles in the Wadsworth Philosopher's Series, offers a concise, yet comprehensive, introduction to this philosopher's most important ideas. Presenting the most important insights of well over a hundred seminal philosophers in both the Eastern and Western traditions, the Wadsworth Philosophers Series contains volumes written by ...
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1976
Probably the most famous fixed-point theorem states that a continuous function from a closed n-cell to itself leaves at least one point fixed. The Dutch mathematician L. E. J. Brouwer proved this result in 1912 [5] using degree theory. An equivalent theorem in the case of differentiable functions was proved earlier by Bohl [4], who used Green’s theorem.
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Probably the most famous fixed-point theorem states that a continuous function from a closed n-cell to itself leaves at least one point fixed. The Dutch mathematician L. E. J. Brouwer proved this result in 1912 [5] using degree theory. An equivalent theorem in the case of differentiable functions was proved earlier by Bohl [4], who used Green’s theorem.
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Progress in Nonlinear Differential Equations and Their Application, 2021
George Dinca, Jean Mawhin
exaly
George Dinca, Jean Mawhin
exaly
An Extension of the Brouwer–Zimmermann Algorithm for Calculating the Minimum Weight of a Linear Code
Mathematics, 2021Stefka Bouyuklieva, Iliya Bouyukliev
exaly