International audienceIn this paper we study numerical interpretations of the classification of irrationallines presented by Euclid in Book X of the Elements, interpretationsthat were given by Michael Stifel and Simon Stevin, two algebrists of the Renaissance.We emphasise the similarities and the differences between their interpretations,and we place them in the context of a general arithmetical projectproposed by the two authorsNous examinons dans cet article les interprétations numériques dela classification des lignes irrationnelles présentée par Euclide au livre X desÉléments, que proposent les deux algébristes de la Renaissance, Michael Stifelet Simon Stevin. Nous comparons ces interprétations en en soulignant les ressemblanceset les d...
International audience<p>This presentation covers questions of how the relationship between mathemat...
This paper is centered around proving the irrationality of some common known real numbers. For sever...
Euclid’s Elements, written in the third century BC., during the reign of Ptolemy I, is, second to th...
Abstract: Book X from The Elements contains more than three times the number of propositions in any ...
Book X from The Elements contains more than three times the number of propositions in any of the oth...
International audienceIn this paper, we study the reception of Euclid's Elements by a 13th century m...
AbstractEnglish editions of Euclid's Elements clashed over the arithmetization of mathematics. The e...
International audienceTo account for the first proof of existence of an irrational magnitude, histor...
International audienceBlasius of Parma's reading of the Tractatus proportionum of Thomas Bradwardine...
Ever since Euclid, in his discussion of irrationals in book X of the Elements, suggested that infini...
10International audienceThe treatise of Abū Ja'far al-Khāzin (Xth century), entitled "Commentary on ...
The thesis deals with the irrationality, irrational sequences, linearly independent sums of series a...
Boethius and his followers used diagrammatic methods to estimate musical intervals with epimoric rat...
International audienceLes méthodes de résolution des équations du troisième degré et duquatrième deg...
Itard Jean. Chr. Marinus Taisbak, Division and Logos. A Theory of Equivalent Couples and Sets of Int...
International audience<p>This presentation covers questions of how the relationship between mathemat...
This paper is centered around proving the irrationality of some common known real numbers. For sever...
Euclid’s Elements, written in the third century BC., during the reign of Ptolemy I, is, second to th...
Abstract: Book X from The Elements contains more than three times the number of propositions in any ...
Book X from The Elements contains more than three times the number of propositions in any of the oth...
International audienceIn this paper, we study the reception of Euclid's Elements by a 13th century m...
AbstractEnglish editions of Euclid's Elements clashed over the arithmetization of mathematics. The e...
International audienceTo account for the first proof of existence of an irrational magnitude, histor...
International audienceBlasius of Parma's reading of the Tractatus proportionum of Thomas Bradwardine...
Ever since Euclid, in his discussion of irrationals in book X of the Elements, suggested that infini...
10International audienceThe treatise of Abū Ja'far al-Khāzin (Xth century), entitled "Commentary on ...
The thesis deals with the irrationality, irrational sequences, linearly independent sums of series a...
Boethius and his followers used diagrammatic methods to estimate musical intervals with epimoric rat...
International audienceLes méthodes de résolution des équations du troisième degré et duquatrième deg...
Itard Jean. Chr. Marinus Taisbak, Division and Logos. A Theory of Equivalent Couples and Sets of Int...
International audience<p>This presentation covers questions of how the relationship between mathemat...
This paper is centered around proving the irrationality of some common known real numbers. For sever...
Euclid’s Elements, written in the third century BC., during the reign of Ptolemy I, is, second to th...