Volume 11, December 2001
Richard Arthur
Pages 103-116
Leibniz on Infinite Number, Infinite Wholes, and the Whole World
A Reply to Gregory Brown
Cited by
- Richard T. W. Arthur. G.W. Leibniz, Interrelations between Mathematics and Philosophy 2015: 137. [CrossRef]
- Reed Winegar, Ohad Nachtomy. Encyclopedia of Early Modern Philosophy and the Sciences 2022: 941. [CrossRef]
- Ohad Nachtomy. Machines of Nature and Corporeal Substances in Leibniz 2011: 61. [CrossRef]
- Carla Rita Palmerino. Space, Imagination and the Cosmos from Antiquity to the Early Modern Period 2018: 261. [CrossRef]
- Gregory Brown. British Journal for the History of Philosophy. Leibniz's Mathematical Argument against a Soul of the World 2005. [CrossRef]
- Tad M. Schmaltz. British Journal for the History of Philosophy. The indefinite in the Descartes-More correspondence 2021. [CrossRef]
- Ohad Nachtomy. British Journal for the History of Philosophy. A Tale of Two Thinkers, One Meeting, and Three Degrees of Infinity: Leibniz and Spinoza (1675–8) 2011. [CrossRef]
- JASPER REID. Dialogue. Descartes’s Indefinitely Extended Universe 2019. [CrossRef]
- Anat Schechtman. Mind. Three Infinities in Early Modern Philosophy 2019. [CrossRef]
- Reed Winegar, Ohad Nachtomy. Encyclopedia of Early Modern Philosophy and the Sciences 2021: 1. [CrossRef]
- PAOLO MANCOSU. The Review of Symbolic Logic. MEASURING THE SIZE OF INFINITE COLLECTIONS OF NATURAL NUMBERS: WAS CANTOR’S THEORY OF INFINITE NUMBER INEVITABLE? 2009. [CrossRef]
- Adam Harmer. British Journal for the History of Philosophy. Leibniz on Infinite Numbers, Infinite Wholes, and Composite Substances 2014. [CrossRef]
- Mark van Atten. Essays on Gödel’s Reception of Leibniz, Husserl, and Brouwer 2015: 23. [CrossRef]
- Ohad Nachtomy. Infinity in Early Modern Philosophy 2018: 131. [CrossRef]
- Elad Lison. Philosophia. What Does God Know but can’t Say? Leibniz on Infinity, Fictitious Infinitesimals and a Possible Solution of the Labyrinth of Freedom 2020. [CrossRef]
- Mark van Atten. British Journal for the History of Philosophy. A Note on Leibniz's Argument Against Infinite Wholes 2011. [CrossRef]