AbstractAfter the relationship between geometry and algebra exemplified in his distinction between geometrical and mechanical lines is examined, the basis for Descartes' limited approach to analytical geometry is discussed in connection with his reflections on method. It is argued that his epistemology, which required that conceptual thinking be accompanied by a construction supplied by the imagination, in conjunction with the significant role he attributed to mnemonic devices, helps to clarify the methodological background for Descartes' distinctive approach to geometry
Masteroppgave i matematikkdidaktikk 2007 - Høgskolen i Agder, KristiansandThis study concentrates on...
La Géométrie de Descartes peut être lue comme un traité consacré à la résolution (graphique) de tout...
I discuss in this work the scientific furor that emerged in the Middle Ages that drove René Descarte...
AbstractAfter the relationship between geometry and algebra exemplified in his distinction between g...
AbstractThe aim of this paper is to analyse how the bases of Descartes's geometry differed from thos...
AbstractThe traditional thesis that analytic geometry evolved from the concepts of axes of reference...
What struck the young student of mathematics at the college of La Fleche was the absolute certainty ...
Descartes is one of the few geniuses in history who was able to bequeath epoch-making contributions ...
SUMMARY. — I explain the structure of the Géométrie, and I defend the thesis that the aim of Descart...
In La Géométrie, Descartes proposed a “balance” between geometric constructions and symbolic manipul...
Building on the work of Henk Bos and John Schuster, I will examine how the story of Descartes-the-ph...
I argue that Descartes unified mathematics in a rather striking and strong way. He held that there w...
International audienceIn this article, I examine the respective role of equations and construction i...
In "Forms of mathematization 14th- 17th Centuries" , Carla Rita Palmerino and Sophie Roux (editors),...
Summary : Although nothing shows at first sight that the Metaphysical meditations are built in accor...
Masteroppgave i matematikkdidaktikk 2007 - Høgskolen i Agder, KristiansandThis study concentrates on...
La Géométrie de Descartes peut être lue comme un traité consacré à la résolution (graphique) de tout...
I discuss in this work the scientific furor that emerged in the Middle Ages that drove René Descarte...
AbstractAfter the relationship between geometry and algebra exemplified in his distinction between g...
AbstractThe aim of this paper is to analyse how the bases of Descartes's geometry differed from thos...
AbstractThe traditional thesis that analytic geometry evolved from the concepts of axes of reference...
What struck the young student of mathematics at the college of La Fleche was the absolute certainty ...
Descartes is one of the few geniuses in history who was able to bequeath epoch-making contributions ...
SUMMARY. — I explain the structure of the Géométrie, and I defend the thesis that the aim of Descart...
In La Géométrie, Descartes proposed a “balance” between geometric constructions and symbolic manipul...
Building on the work of Henk Bos and John Schuster, I will examine how the story of Descartes-the-ph...
I argue that Descartes unified mathematics in a rather striking and strong way. He held that there w...
International audienceIn this article, I examine the respective role of equations and construction i...
In "Forms of mathematization 14th- 17th Centuries" , Carla Rita Palmerino and Sophie Roux (editors),...
Summary : Although nothing shows at first sight that the Metaphysical meditations are built in accor...
Masteroppgave i matematikkdidaktikk 2007 - Høgskolen i Agder, KristiansandThis study concentrates on...
La Géométrie de Descartes peut être lue comme un traité consacré à la résolution (graphique) de tout...
I discuss in this work the scientific furor that emerged in the Middle Ages that drove René Descarte...