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Kontinuum, Analysis, Informales – Beiträge zur Mathematik und Philosophie von Leibniz

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Cover of 'Kontinuum, Analysis, Informales – Beiträge zur Mathematik und Philosophie von Leibniz'

Table of Contents

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    Book Overview
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    Chapter 1 Leibniz’ Naturphilosophie
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    Chapter 2 Symmetry in Leibnizean Physics
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    Chapter 3 Becher, Leibniz und die Rationalität
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    Chapter 4 Über den von Samuel König veröffentlichten Brief zum Prinzip der kleinsten Wirkung
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    Chapter 5 Der mechanistische Denkstil in der Mathematik
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    Chapter 6 God and Mathematics in Leibniz’s Thought
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    Chapter 7 Mathematics as the substructure of Leibniz’s metaphysics
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    Chapter 8 Die mathematisch-physikalische Schönheit bei Leibniz
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    Chapter 9 Das Kontinuum bei Leibniz
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    Chapter 10 Le continu chez Leibniz
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    Chapter 11 Analysis und Beweis
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    Chapter 12 Leibniz’s Calculation with Compendia
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    Chapter 13 Analysis as a feature of 17th century mathematics
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    Chapter 14 Ebenen der Abstraktion: Bernoulli, Leibniz und Barrows Theorem
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    Chapter 15 The Art of Mathematical Rationality
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    Chapter 16 Natural numbers and infinite cardinal numbers: Paradigm change in mathematics
Attention for Chapter 16: Natural numbers and infinite cardinal numbers: Paradigm change in mathematics
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