Mathematics

roulette (en français et en latin) avec une Suite de l’histoire de la roulette à la fin de l’année. En 1659, il envoie à Huygens une Lettre sur la dimension des lignes courbes sous le nom de Dettonville. * « Had Pascal confined his attention to mathematics he might have enriched the subject with many remarquable discoveries. But after his early youth he devoted most of his small measure of strength to theological questions [9]. ». (Si Pascal avait concentré ses efforts sur les mathématiques, il

= 0,4 × 1,7 = 0,68 s. 34 1. T = 5. Le signal n’est pas strictement périodique : tous les 3 battements, il y a inversion du sens des pics. 35 1. Wilhelm Röntgen discovered X-rays. As they were unknown, he gave them the name of the unknown in mathematics. 2. X-rays are used in medicine to make radiographies ; they allow doctors to examine bones of our skeleton. 3. X-rays are invisible contrary to light. 4. a. No. b. X-rays can pass through tissues and organs but not through bones. 36 1. La période

Suites périodiques et différences finies (Vieru, …) Herma et Nomos Alpha de Xenakis : quelques aspects théoriques du processus compositionnel. Mathématique/Musique…une histoire récente • 1999 : 4e Forum Diderot (Paris, Vienne, Lisbonne), Mathematics and Music (Assayag et al., 2001) • 2000 - 2003 : MaMuTh Seminar (Mexique, Zürich, Berlin). Perspectives in Mathematical and Computational Music Theory (Mazzola, Noll, Luis-Puebla, epOs, 2004) http://www.epos.uos.de/music/ • 2000 - 2001 :

& Data Analysis (p. 2218-2231). [20] S. JAIMUNGAL, T. WANG, (2006) – Catastrophe options with stochastic interest rates and compound Poisson losses, Insurance : Mathematics & Economics (p. 469-483). [21] M. KIJIMA, T. WONG, (2007) – Pricing of Ratchet equity-indexed annuities under stochastic interest rates, Insurance : Mathematics & Economics (p. 317-338).                               ANNEXE APPLICATION A Propos d’EDSC Simulator 1.0.0    A Propos d’EDSC Simulator 1.0.0 : EDSC

publishers or authors of the Document to the Document's overall subject (or to related matters) and contains nothing that could fall directly within that overall subject. (Thus, if the Document is in part a textbook of mathematics, a Secondary Section may not explain any mathematics.) The relationship could be a matter of historical connection with the subject or with related matters, or of legal, commercial, philosophical, ethical or political position regarding them. The "Invariant Sections" are

experiment involving children aged 3 to 5 in France and Québec », Thinking, 15(3), p. 17-26. DANIEL, M.F., L. LAFORTUNE, R. PALLASCIO et M. SCHLEIFER (2000). « Developmental dynamics of a community of philosophical inquiry in an elementary school mathematics classroom », Thinking, 15(1), p. 2-10. DANIEL, M.-F., L. LAFORTUNE, R. PALLASCIO, P. MONGEAU, C. SLADE, L. SPLITTER et T. DE LA G ARZA (sous presse). « A developmental process of dialogical critical thinking », Inquiry : Critical Thinking across

prononcé le jugement. 23 Gregory Bateson, « Culture Contact and Schismogenesis », Man, 35, 178-83, 1935. 24 Traduit en français sous le titre la Cérémonie du Naven, Minuit, 1971. 25 Lewis Fry Richardson, « Mathematics of War and Foreign Politics », in James R. Newman, The World of Mathematics, vol. 2, Simon and Schuster, New York, 1956, pp. 1240-1253. 26 Paul Watzlawick, An Anthology of Human Communication -Text and Tape, Science and Behavior Books, Palo Alto, 1964, pp. 7-17, 6galement p. 143. exigera

technologies, Michael Collette, Bob Corey and John Johnson December 2004, Lawrence Livermore National Laboratory, U. S. Department of Energy [2] Jumpshot-4 Users Guide, Anthony Chan, David Ashton, Rusty Lusk, William Gropp, May 2005, Mathematics and Computer Science Division, Argone National Laboratory

relation between forms and the diversity of nature. Teleology is absent from his reasoning. Furthermore, he avoided concluding that forms are inherent to matter and exist without human understanding, or separately from nature. Galileo, saying that ‘Mathematics is the language with which God has written the universe.’ formulates the former proposition. The latter is the position chosen by Plato and Aristotle, the 2 most influential Greek thinkers in Western thought. Indeed, for Plato, forms are transcendent

très utile, et une entrée « Des mathématiques à lire où à faire, pour le plaisir... ». Dans les liens retenus par Yvan Monka, noter Maths93, le site de Franck Duffaud. En anglais, le répertoire Open Directory commence par « MacTutor History of Mathematics », le site de John J O'Connor et Edmund F Robertson à l’université écossaise de St Andrews. http://clioweb.free.fr/dossiers/histoiredesmaths.htm La Révolution française au collège et au lycée, entre récit et étude documentaire. Dans une séquence