INTERNATIONAL SYMPOSIUM MATHEMATICS & ART
MAUBEUGE, FRANCE SEPTEMBER 20-22, 2000
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INTRODUCTION
PARTICIPANTS
PROGRAM
EXHIBITS
WORKSHOPS
 
INTRODUCTION
 
Objectives
(1) Allow artists to introduce work inspired by mathematics or based on mathematics
(2) Allow mathematicians to introduce and discuss projects that can inspire both disciplines (tesselation, topology, surfaces trajectories)
(3) Discussion on the usefulness of art as a tool to teach mathematics; comparisons of experiences and projects
Advisory board:
R. Brown (Bangor), J. Bochnak (Amsterdam), C.-P. Bruter (Paris 11), M. Chaves (Porto), M.   Emmer (Roma 1), T.C. Kuo (Sydney), Richard Palais (Brandeis), V. Poenaru (Paris 11).
 
Actes: Mathematics and Art, Springer-Verlag, 2002.
 
The Maubeuge symposium was organized in collaboration with the association for the diffusion of culture and art "Idem + Arts" directed by City Councilor Dr Francis Trincaretto. Coverage of the event can be found in "Le Monde" (Sept 27, 2000) and "The Economist" (November 17, 2000) You may also want to look for Richard Denner' report below relating to his presentation in several schools and colleges.
 
INTRODUCTION
PARTICIPANTS
PROGRAM
EXHIBITS
WORKSHOPS
 
INTERVENANTS
 
FRANCOIS APERY 3D Wire models
THOMAS BANCHOFF Stéréography
RONNIE BROWN How Art can help the teaching of mathematics
CLAUDE BRUTER Mathematical Park outline
  Maubeuge symposium, presentation
PHILIPPE CHARBONNEAU Mobile surfaces
MANUEL CHAVES The Attractor
JEAN FRANÇOIS COLONNA Guided tour of a (computer) buried gallery
SCOTT CRASS Solving polynomial equations by iteration
MARIA DEDO Machines for building symmetry
RICHARD DENNER Overview of the Maubeuge symposium
STEWART DICKSON Tactile mathematics
MICHELE EMMER Mathematic & Art, the film series
MIKE FIELD Design of 2-Colour Wallpaper Pattern
NAT FRIEDMAN Hyperseeing, Knots, and Minimal Surfaces
GEORGE HART Solid segment sculptures
YVES HELLEGOUARCH Interprétation mathématique de la juste expression
JOHN HUBBARD Visualization and dynamical systems
PATRICK JEENER Engraving & the digital medium
ERICH NEUWIRTH A short history of mathematically tuning musical instrument.
RICHARD PALAIS The mathematical exploratorium
CHARLES O. PERRY Garden of Eden
KONRAD POLTHIER Stability of Soap Bubbles
JOHN ROBINSON Symbolic sculptures
CARLOTA SIMOES The order of numbers in the second Viennese School of Music.
JOHN SULLIVAN The optiverse
DICK TERMES Getting out of the box and into the sphere
 
INTRODUCTION
PARTICIPANTS
PROGRAM
EXHIBITS
WORKSHOPS
 
PROGRAM
 

Wednesday, September 20

09.00 Honorable Jean-Claude Decagny, Maubeuge Mayor & Representative: Welcome
09.15 Claude-P. Bruter, Université Paris 12 : Symposium introduction. The ARPAM project
10.00 George Hart, sculpteur, USA : Constructing new polyedra.
11.00 Break
11.15 Konrad Polthier, Technische Universität Berlin : Stability of Soap Bubbles
12.30 Lunch
13.45 Michael Field, University of Houston : The design of 2-colour wallpaper patterns using methods based on chaotic dynamics and symmetry.
15.00 Maria Dedo, Università di Milano : Mirrors and symmetry
16.00 Break
16.45 Video : The Mandelbloom, Lewis N.Siegel realisation.
17.00 Antonio F. Costa, University of Madrid : Islamique art and cristallography
17.45 Erich Neuwirth,Vienna Universität: A short history of mathematically tuning musical instrument. Tuning Maubeuge
18.30 Break
20.45 Concert, Yves Hellegouarch,
21.15 Charles O. Perry, sculptor, US : Large scale mathematical sculpture

Thursday September 21

08.45 John Hubbard, Universite Aix-Marseille 1 et Cornell University : Dynamic comportment of the pendulum
09.45 Scott Crass, Buffalo State College : Solving polynomial equations by iteration : An aesthetic approach.
10.30 Break
10.45 Carlota Simoes, University of Coimbra : The order of numbers in the second Viennese School of Music.
11.30 Michele Emmer   : Mathematics and Art : A film series.
12.30 Lunch
13.45 Yves Hellegouarch, University of Caen : Mathematical interpretation of the musical language
14.45 Jean-François Colonna, CNET & Ecole Polytechnique : virtual galeries.
15.15 John Robinson, sculpteor, GB : A virtual presentation of some physical works
15.30 Forum : How can Art help the teaching of mathematics? R. Brown, C.P. Bruter, M. Chaves, M. Emmer, M. Field, K. Polthier
17.30 Break
18.30 Concert, Carlota Simoes, piano
19.15 Dînner
20.45 Dick Termes, artist, USA : The geometry of visual space.
21.30 Break
21.45 Michel Deneuve :A crystal instrument. preentation & concert.

Friday, 22 September 22

08.45 Ronald Brown, university of North Wales, Bangor : Knot theory : a paradigm for mathematical methodology
09.40 François Apéry, university of Mulhouse : Wire frame modeling
10.30 John Sullivan, university of Illinois : The optiverse, video & commentaries
11.00 Mathematiques Tactiles. Stewart Dickson, sculptor, USA
11.45 Nathaniel Friedman, university Albany-Suny : Knot sculptures, Minimal surfaces and Hyperseing
12.30 Sculpture modeling. Philippe Charbonneau, sculptor, France
12.45 Lunch
13.45 Not Knot (David Epstein, Charlie Gun et al.)
14.15 Bruce Hunt, Helaba : A Gallery of Algebraic Surfaces.
15.15 Richard Palais, Brandeis university : A Mathematical Exploratorium. Favorite Sites
16.15 Break
 
16.30 ) SIGGRAPH 99 (video adress by Helaman Ferguson, sculptor,USA
17.00 Conclusions & futureperspectives

 

INTRODUCTION
PARTICIPANTS
PROGRAM
EXHIBITS
WORKSHOPS
 
EXHIBITS
 
Gravures de Patrice Jeener, modèles de Bernard Morin et de Richard Denner, sculptures de F. Apery, Philippe Charbonneau, Christian Lavigne , Alexandre Vitkine
 
INTRODUCTION
PARTICIPANTS
PROGRAM
EXHIBITS
WORKSHOPS
 
WORKSHOPS
 

Dick Termes, Alexandre Vitkine et Christian Lavigne, Richard Denner et Bernard Morin; Malettes et matériel pédagogiques; Bernard Maitte, Philippe Ferret