Course contents (always
new
details)
Request for participation (.txt)
Some
links:
Journals Societies
Studies
The choice is deliberately thematic. Arabic period
is present
at its right place. The aim is both to inform mathematicians about some
aspects
of the discipline and to help to introduce History of Mathematics as a
research's
discipline as well as a part of teaching discipline.
Teachers' choice is motivated by their quality alone and by the
capacity
to combine History and Epistemology, because we believe that History
without Epistemology is blind and that Epistemology without History is
empty.
Hélène
Bellosta, Research Director, CNRS
Marouane Ben Miled, Ass.
Res., CNRS; Tunis
Faculty of Sciences
Michel
Blay, Research Director, CNRS
Pascal Crozet,
Senior Researcher, CNRS
Serge Demidov, Professor, Institute for the History of Sc. and Tech.;
Russian
Acad. of Sc.
Massimo
Galuzzi, Professor, Milan University
Christian Houzel, Honorary Research Director, CNRS
Faïza Laridhi-Bancel, Associated Researcher, CNRS
Alain Michel, Professor, Aix-Marseilles
University
Régis
Morelon,
Research Director, CNRS
Daniele Napolitani, Professor, Pisa University
Roshdi Rashed,
Emeritus Research Director, CNRS
Erhardt Scholz,
Professor, Wuppertal University
Lamia Belaid Jaafar,
Marouane Ben Miled.
The courses will be given in French or in English.
Each course is one-week
long.
The program is
organised around
three axes :
A- Algebra and Number
Theory's History (+ 1 course in History of Geometry)
B- Analysis' History
C- Some mathematical Applications' History
A- Algebra and Number Theory's
History
A1- History of Diophantine Analysis and
of Number Theory from Diophantus to Lagrange. R.
Rashed
A1.1- History of Ancient and Classic Geometry. H. Bellosta (Summary and bibliography)
A2- History of Algebra: al-Khwârizmî and its Arabics and Latins' Successors. M. Ben Miled (Summary and bibliography)
A3- History of Algebra since Galois. M. Galuzzi (Summary and bibliography)
A4- History of Algebraic Geometry, 20th
c. C. Houzel (Summary
and bibliography)
B1- Arabic Archimedeans. P. Crozet
B2- Beginnings of Differential Calculus. D. Napolitani (Summary)
B3- History of Differential Calculus, 18th-19th c. S. Demidov (Summary and bibliography)
B4- History of Differential Geometry. E. Scholz (Summary and bibliography)
B5- History of Measure's Theory and
Integration. A. Michel (Summary and
bibliography)
C1- History of Mathematical Applications: Mechanics and Optic. M. Blay (Detailed Course)
C2- History of Astronomy from Ptolemy to
Kepler. R. Morelon (Summary and bibliography)
|
Ord. |
Dates |
Courses |
Speakers (Prof.) |
|---|---|---|---|
|
|
October 2004 |
|
|
|
|
4th a.m. |
Opening |
|
|
1 |
4th to 8th |
A1 / A1.1 |
R. Rashed / H. Bellosta |
|
2 |
11th to 15th |
A2 |
M. Ben Miled |
|
3 |
18th to 22nd |
A3 |
M. Galuzzi |
|
4 |
25th to 29th |
B2 |
D. Napolitani |
|
|
November 2004 |
|
|
|
5 |
1st to 5th |
A4 / B1 |
C. Houzel / P. Crozet |
|
6 |
8th to 13rd |
B3 |
S. Demidov |
|
7 |
15th (or 16th) to 19th |
B4 |
E. Scholz |
|
8 |
22nd to 26th |
B5 |
A. Michel |
|
9 |
29th to 3rd/4th |
C2 |
R. Morelon |
|
|
December 2004 |
|
|
|
10 |
6th to 10th |
C1 |
M. Blay |
| 13th at 9:30
a.m. |
Closure ceremony | R. Rashed,
M. Jaoua, ... |
|
|
11 |
14th to 17th |
C3 |
F. Laridhi-Bancel |
| Days |
9:00-12:00
a.m. |
| Monday |
C2 |
| Tuesday |
C2 |
| Wednesday |
C2 |
| Thursday |
C2 |
| Friday |
C2 |
| Days |
9:00-12:00
a.m. |
2:30-6:00
p.m. |
| Monday |
C1 | |
| Tuesday |
C1 | |
| Wednesday |
C1 | |
| Thursday |
C1 | |
| Friday |
C1 |
| Days |
9:00-12:00
a.m. |
3:00-6:00
p.m. |
| Monday |
9:30 Closure of the semester Conf. by Prof. R. Rashed |
|
| Tuesday |
C3 | |
| Wednesday |
C3 | C3 |
| Thursday |
C3 | |
| Friday |
C3 |
The course is Master's
level. It's open to students, reseachers and teachers.
There is no registration fee for the course.
Fellowships for
reimbursing living and travel expenses are granted to some
participators from Developping
Countries who are sponsored by a Senior Researcher.
Marouane Ben Miled
LAMSIN - ENIT
1002 TUNIS BELVEDERE
TUNISIE
Telephone-Fax : (+216) 71 87 10 22
Mailing address