Mathematics

Thales to Euclid (1877); P. Tannery, La Géométrie Grecque (1887); Cantor, Vorlesungen über Gesch. d. Math., I (1894); H. Zeuthen, Geschichte d. Math. im Altert. und. Mittelalter (1896. Trad. française de Mascart, 1902); Th. Heath, A History of Greek Mathematics 1, From Thales to Euclid (1921). - Sur Platon : Blass, De Platone Mathematico (1861); Rothlauf, Die Math. z. Platons Zeit u. s. Beziehungen zu ihr (1878); - Sur la méthode platonicienne: L. Brunschvicg, Les Etapes de la Philosophie Mathématique

of Financial and Quantitative Analysis, 7, 1851-1872. [20] MOSSIN, J., 1966, Equilibrium in a Capital Asset Market, Econometrica, 34, 768-783. [21] MUSIELA, M. & RUTKOWSKI, M., 1997, Martingale Methods in Financial Modelling, Applications of Mathematics, Springer. [22] PERETTI-WATEL, P., 2000, Sociologie du Risque, HER/Armand Colin, Paris. 45 46 BIBLIOGRAPHIE [23] SHARPE, W., 1964, Capital Asset Prices : a Theory of Market Equilibrium under Conditions of Risk, Journal of Finance

for compressible flows. The zero-Mach number limit is also established. Keywords : viscoelastic fluids, Oldroyd model, slightly compressible, fixed-point arguments, singular domains, weighted Sobolev and Hölder spaces, convergence, Mach number. 2000 Mathematics Subject Classification (AMS) : 76A05, 76A10, 76N10, 35B30. Table des matières I Introduction générale . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

Achievement, “Progress in International Reading Literacy Study,” PIRLS 2006 International Report, http://pirls.bc.edu/pirls2006/intl_rpt.html. 136 International Association for the Evaluation of Educational Achievement, “Trends in International Mathematics and Science Study,” TIMSS 2003 International Reports, http://timss.bc.edu/timss2003i/intl_reports.html. 137 Pottinger, p. 166. 138 “Voices of Anger. Phumelela and Khutsong: Protest and Conflict in Two Municipalities,” Centre 24 L‟état de la

dynasty oversaw the period referred to as ancient "India's Golden Age".[32][33] Empires in southern India included those of the Chalukyas, the Cholas and the Vijayanagara Empire. Science, technology, engineering, art, logic, language, literature, mathematics, astronomy, religion and philosophy flourished under the patronage of these kings. Following Islamic invasions from Central Asia between the 10th and 12th centuries, much of northern India came under the rule of the Delhi Sultanate and later the

stationary discounting Intertemporal Euler equation Intertemporal elasticity of substitution General equilibrium Inada conditions Transversality condition No Ponzi condition Dynamic systems First Welfare Theorem Ramsey equilibrium Dynamic programming mathematics . Metric space Normed vector space Supremum norm (Rn ) Euclidean norm Continuous function Supremum norm (real-valued functions) Convergent sequence Cauchy sequence Complete metric space Contraction Contraction Mapping Theorem Contraction on subsets

tutor's subject-matter expertise on student effort and achievement in problembased learning. Academic Medicine, 68, pp. 784-791. Schoenfeld, A.H. (1987). What's all the fuss about metacognition? In A.H. Schoenfeld (dir.) Cognitive science and mathematics education, Hillsdale, NJ: Erlbaum, Lawrence, pp. 189-215. Schoenfeld, A.H. (1985). Mathematical problem solving. Orlando, FL: Academic Press. Scott, N., Stone, B., (1998), A flexible Web-based tutorial system for engineering, maths and science

qualité comme base de classement, le Maroc est encore une fois à la traîne. La qualité a été mesurée à partir de deux critères : le taux d'analphabétisme des adultes et les résultats obtenus aux examens internationaux (TIMSS : Trends In International Mathematics and Science Study). Pour l'alphabétisation, le Liban et le Maroc ont eu les résultats les moins bons. Pour les mathématiques, la Jordanie et le Liban ont eu les meilleurs scores, tandis que le Maroc et l'Arabie Saoudite ont été les moins brillants

savoir occidentale. (Aggarwal, 1998) 33 By "cultural violence" we mean those aspects of culture, the symbolic sphere of our existence - exemplified by religion and ideology, language and art, empirical science and formaI science (logic, mathematics) - that can be used to justify or legitimize direct or structural violence. [ ... ] One way cultural violence works is by changing the moral color of an act from red/wrong to green/right or at least to yellow/acceptable; an example being "murder

Finance. Vailhen C. A., (1981), «Evaluation de l'entreprise et coût du capital», Vuilbert Gestion. Van Horme J.C., (1991), «principe de gestion financière». Waegenaere a., Kast b et Lapied c., (2003), «Choquet pricing and equilibrium», Insurance: Mathematics and Economics 32, pp 359–370.