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La forme ou l'arithmetique du temps
This book is designed as the experimental support which makes it possible to the reader to constitute his own imaginary representation of the contents of this writing.... -
The numerical and moral conception of real time in Bergon's philosophy
This work proposes to revisit the principal concept of Bergson's philosophy : la durée. Firstly, la durée is a special number. Jankélévitch and Deleuze think that la... -
Le modèle d'Ising tridimensionnel avec des spins à 2 états, température=0.2, ...
The tridimensional Ising Model with 2-state spins, temperature=0.2, random initial conditions and an increasing number of iterations -from 100 to 4000- (Le modèle... -
La pensée mathématique de l'infini
National audience -
Proportionality and linear function Didactic characteristics, causes and effe...
In France, the concepts of ratio and proportion have disappeared from secondary education syllabuses since 1970, when the linear function was supposed to reformulate... -
The Status of Categories and its Epistemological Stakes in the Fourteenth Cen...
International audience -
Number in South-Bauchi West languages (Chadic, Nigeria)
International audience -
L'Art des conjectures de Nicolas de Cues.
Ce commentaire intégral des Conjectures de Nicolas de Cues manifeste toute la fécondité de l'oeuvre dans sa complexité. Il élucide l'art général des conjectures, en... -
Les 12.723 premières décimales -base 6- de 'pi' considérées comme un grand no...
The 12.723 first digits -base 6- of 'pi' viewed as a huge integer number and displayed as an 'absolute' tridimensional random walk (Les 12.723 premières décimales... -
Les 3.289 premières décimales -base 4- de 'pi' considérées comme un grand nom...
The 3.289 first digits -base 4- of 'pi' viewed as a huge integer number and displayed as an 'absolute' bidimensional random walk (Les 3.289 premières décimales -base... -
Les 36.493 premières décimales du nombre de Champernowne (=0.1 2 3 4 5 6 7 8 ...
The 36.493 first digits of the Champernowne number (=0.1 2 3 4 5 6 7 8 9 10 11 12...) displayed as a 'relative' bidimensional random walk (Les 36.493 premières... -
Les 51.982 premières décimales du nombre de Champernowne 'premier' (=0.2 3 5 ...
The 51.982 first digits of the 'prime' Champernowne number (=0.2 3 5 7 11 13 17 19 23 29...) displayed as a 'relative' bidimensional random walk (Les 51.982 premières... -
Les 288.982 premières décimales du nombre de Champernowne 'premier' (=0.2 3 5...
The 288.982 first digits of the 'prime' Champernowne number (=0.2 3 5 7 11 13 17 19 23 29...) displayed as an 'absolute' bidimensional random walk using the square... -
Les 12.723 premières décimales -base 6- de 'pi' considérées comme un grand no...
The 12.723 first digits -base 6- of 'pi' viewed as a huge integer number and displayed as an 'absolute' tridimensional random walk (Les 12.723 premières décimales... -
Les 12.723 premières décimales -base 6- de 'pi' considérées comme un grand no...
The 12.723 first digits -base 6- of 'pi' viewed as a huge integer number and displayed as an 'absolute' tridimensional random walk (Les 12.723 premières décimales... -
Les 127.237 premières décimales -base 6- de 'pi' considérées comme un grand n...
The 127.237 first digits -base 6- of 'pi' viewed as a huge integer number and displayed as an 'absolute' tridimensional random walk (Les 127.237 premières décimales... -
Les 36.493 premières décimales du nombre de Champernowne (=0.1 2 3 4 5 6 7 8 ...
The 36.493 first digits of the Champernowne number (=0.1 2 3 4 5 6 7 8 9 10 11 12...) displayed as an 'absolute' bidimensional random walk (Les 36.493 premières... -
Les 51.982 premières décimales du nombre de Champernowne 'premier' (=0.2 3 5 ...
The 51.982 first digits of the 'prime' Champernowne number (=0.2 3 5 7 11 13 17 19 23 29...) displayed as an 'absolute' bidimensional random walk (Les 51.982 premières... -
Les 3.289 premières décimales -base 4- de 'pi' considérées comme un grand nom...
The 3.289 first digits -base 4- of 'pi' viewed as a huge integer number and displayed as an 'absolute' bidimensional random walk, the number of each digit being the... -
Les 1.166.670 premières décimales du nombre de Champernowne (=0.1 2 3 4 5 6 7...
The 1.166.670 first digits of the Champernowne number (=0.1 2 3 4 5 6 7 8 9 10 11 12...) displayed as an 'absolute' bidimensional random walk using the square root of...
