## 13 Citations

### Introducing differential calculus in Spain: The fluxion of the product and the quadrature of curves by Tomàs Cerdà

- Mathematics
- 2020

Differential calculus was introduced into eighteenth-century Spain through the teaching of several authors in different scientific institutions. One of the more noteworthy of these Spanish authors…

### Classical Physics and Becoming

- PhilosophyThe Reality of Time Flow
- 2019

In this chapter I argue that neither the time symmetry of the laws of Newtonian physics nor determinism entails the time symmetry of the order of becoming of events. The time-directionality of…

### The Scientific Revolution and the Dilemmas of Ethnocentrism

- Art
- 2016

In a letter to his friend Carl Friedrich Zelter, Wolfgang Goethe commented: ‘The greatest art in theoretical and practical life consists in changing a problem into a postulate’ (Cassirer 1952 [1923]:…

### Ebenen der Abstraktion: Bernoulli, Leibniz und Barrows Theorem

- Mathematics
- 2016

Mathematik ist eigentlich eine ziemlich klare Wissenschaft, und ublicherweise gelangen die Mathematikhistoriker zu Schlussfolgerungen, die von ihren Kollegen geteilt werden. Aber gelegentlich liegen…

### Leibniz as Reader and Second Inventor: The Cases of Barrow and Mengoli

- History
- 2015

Early in his mathematical career (1672–1676) Leibniz discovered some important methods and results but had to recognize that his findings had been anticipated by other mathematicians such as Pierre…

### A Complete Bibliography of Publications in Isis, 1960{1969

- Philosophy
- 2014

Aborigenes [78]. according [155]. Action [39, 72]. actuelle [87]. actuelles [107, 84]. Acvaghosa [8]. Aegypten [30]. Aether [126]. Agnes [42]. al [11]. Albert [45]. alcune [51]. Algerien [30]. alla…

### A Historical Analysis of Barrow`s Theorem and Its Educational Implication

- Linguistics
- 2013

vPdeo opq`u eo pk ]j]huoa pda _d]n]_paneope_o kb >]nnks ,²o pdaknai kj pda deopkne_]hop]j`lkejp kb daniajaqpe_o ]j` pk`eo_qoo pda pa]_dejc)ha]njejc oamqaj_a bkncqe`)ejc opq`ajpo pk naejrajp pda…

### The mathematical form of measurement and the argument for Proposition I in Newton’s Principia

- PhysicsSynthese
- 2011

Newton characterizes the reasoning of Principia Mathematica as geometrical, and it is argued that Newton proceeds in this way so that his reasoning can have the ostensive certainty of geometry.

### Barrow and Leibniz on the fundamental theorem of the calculus

- Mathematics
- 2011

In 1693, Gottfried Whilhelm Leibniz published in the Acta Eruditorum a geometrical proof of the fundamental theorem of the calculus. During his notorious dispute with Isaac Newton on the development…