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Kontinuum, Analysis, Informales – Beiträge zur Mathematik und Philosophie von Leibniz
Ebenen der Abstraktion: Bernoulli, Leibniz und Barrows Theorem
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Author(s):
Herbert Breger
Publication date
(Online):
May 31 2016
Publisher:
Springer Berlin Heidelberg
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Kindheit, Jugend und Entwicklung
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Patterns of mathematical thought in the later seventeenth century
Derek Thomas Whiteside
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Tacit Knowledge and Mathematical Progress
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Newton, Leibniz, and Barrow Too: An Attempt at a Reinterpretation
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Publication date (Print):
2016
Publication date (Online):
May 31 2016
Pages
: 175-184
DOI:
10.1007/978-3-662-50399-7_14
SO-VID:
5aee0e3f-b444-4bb7-b48b-e8a215095a96
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Book chapters
pp. 1
Leibniz’ Naturphilosophie
pp. 13
Symmetry in Leibnizean Physics
pp. 29
Becher, Leibniz und die Rationalität
pp. 43
Über den von Samuel König veröffentlichten Brief zum Prinzip der kleinsten Wirkung
pp. 57
Der mechanistische Denkstil in der Mathematik
pp. 79
God and Mathematics in Leibniz’s Thought
pp. 91
Mathematics as the substructure of Leibniz’s metaphysics
pp. 105
Die mathematisch-physikalische Schönheit bei Leibniz
pp. 115
Das Kontinuum bei Leibniz
pp. 127
Le continu chez Leibniz
pp. 137
Analysis und Beweis
pp. 147
Leibniz’s Calculation with Compendia
pp. 159
Analysis as a feature of 17th century mathematics
pp. 175
Ebenen der Abstraktion: Bernoulli, Leibniz und Barrows Theorem
pp. 185
The Art of Mathematical Rationality
pp. 197
Natural numbers and infinite cardinal numbers: Paradigm change in mathematics
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