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Diagrams, Visual Imagination, and Continuity in Peirce's Philosophy of Mathematics

ISBN-13: 9783031232442 / Angielski / Twarda / 2023 / 254 str.

Vitaly Kiryushchenko
Diagrams, Visual Imagination, and Continuity in Peirce's Philosophy of Mathematics Vitaly Kiryushchenko 9783031232442 Springer - książkaWidoczna okładka, to zdjęcie poglądowe, a rzeczywista szata graficzna może różnić się od prezentowanej.

Diagrams, Visual Imagination, and Continuity in Peirce's Philosophy of Mathematics

ISBN-13: 9783031232442 / Angielski / Twarda / 2023 / 254 str.

Vitaly Kiryushchenko
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This book is about the relationship between necessary reasoning and visual experience in Charles S. Peirce’s mathematical philosophy. It presents mathematics as a science that presupposes a special imaginative connection between our responsiveness to reasons and our most fundamental perceptual intuitions about space and time. Central to this view on the nature of mathematics is Peirce’s idea of diagrammatic reasoning. In practicing this kind of reasoning, one treats diagrams not simply as external auxiliary tools, but rather as immediate visualizations of the very process of the reasoning itself. Thus conceived, one's capacity to diagram their thought reveals a set of characteristics common to ordinary language, visual perception, and necessary mathematical reasoning. The book offers an original synthetic approach that allows tracing the roots of Peirce’s conception of a diagram in certain patterns of interrelation between his semiotics, his pragmaticist philosophy, his logical and mathematical ideas, bits and pieces of his biography, his personal intellectual predispositions, and his scientific practice as an applied mathematician.

This book is about the relationship between necessary reasoning and visual experience in Charles S. Peirce’s mathematical philosophy. It presents mathematics as a science that presupposes a special imaginative connection between our responsiveness to reasons and our most fundamental perceptual intuitions about space and time. Central to this view on the nature of mathematics is Peirce’s idea of diagrammatic reasoning. In practicing this kind of reasoning, one treats diagrams not simply as external auxiliary tools, but rather as immediate visualizations of the very process of the reasoning itself. Thus conceived, one's capacity to diagram their thought reveals a set of characteristics common to ordinary language, visual perception, and necessary mathematical reasoning. The book offers an original synthetic approach that allows tracing the roots of Peirce’s conception of a diagram in certain patterns of interrelation between his semiotics, his pragmaticist philosophy, his logical and mathematical ideas, bits and pieces of his biography, his personal intellectual predispositions, and his scientific practice as an applied mathematician.

Kategorie:
Nauka, Matematyka
Kategorie BISAC:
Mathematics > Logic
Education > Teaching - Subjects - Mathematics
Mathematics > Filozofia i historia matematyki
Wydawca:
Springer
Seria wydawnicza:
Mathematics in Mind
Język:
Angielski
ISBN-13:
9783031232442
Rok wydania:
2023
Dostępne języki:
Numer serii:
000822552
Ilość stron:
254
Oprawa:
Twarda
Dodatkowe informacje:
Wydanie ilustrowane

1. Introduction.- 2. Meritocratism, Errors, and the Community of Inquiry.- 3. Logic and Mathematics.- 4. Peirce's Transcendental Deduction.- 5. Sign Relation. - 6 One, Two, Three.- 7. Iconicity and Novelty.- 8. The General and the Particular.- 9. Diagrams Between Images and Schema.- 10. Existential Graphs.- 11. Iconicity, Similarity, and Habitual Action.- 12. Mapping Philosophy.- 13. L'Image-Mouvement, Mathematically Sublime, and the Perception of Totality.- 14. The Metaphysics of Continuity.- 15. Conclusion. 

This book is about the relationship between necessary reasoning and visual experience in Charles S. Peirce’s mathematical philosophy. It presents mathematics as a science that presupposes a special imaginative connection between our responsiveness to reasons and our most fundamental perceptual intuitions about space and time. Central to this view on the nature of mathematics is Peirce’s idea of diagrammatic reasoning. In practicing this kind of reasoning, one treats diagrams not simply as external auxiliary tools, but rather as immediate visualizations of the very process of the reasoning itself. Thus conceived, one's capacity to diagram their thought reveals a set of characteristics common to ordinary language, visual perception, and necessary mathematical reasoning. The book offers an original synthetic approach that allows tracing the roots of Peirce’s conception of a diagram in certain patterns of interrelation between his semiotics, his pragmaticist philosophy, his logical and mathematical ideas, bits and pieces of his biography, his personal intellectual predispositions, and his scientific practice as an applied mathematician.



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