81. Séminaire D'Analyse Fonctionnelle etTechniques de Marseille) Unicité des solutions de navier-Stokes et http://www.desargues.univ-lyon1.fr/home/anf/seminaire.html

82. Canic's Colloquium [FSU Math] derived from the coupling between the Stokes equations for the flow and the Navierequations for the Andro Mikelic, Universite claude Bernard Lyon 1, France. http://web.math.fsu.edu/~mio/colloquium/canic.html

208 Love Building Tallahassee, FL 32306-4510 Phone: (850) 644-2202 Fax: (850) 644-4053 Print Canic's Colloquium Home Contact Us Graduate Program Undergrad Program ... Faculty Resources MATHEMATICS COLLOQUIUM Speaker: Sunsica Canic. Title: Blood Flow Through Axi-Symmetric Arterial Sections Before and After Endovascular Repair: Modeling, Analysis and Numerical Simulation. Affiliation: University of Houston. Date: Monday, 3 February 2003. Place and Time: Room 102 - Love Building, 3:35-4:30 pm. Refreshments: Room 204 - Love Building, 3:00 pm. Abstract. The complexity of the cardiovascular system features a tremendous variety of districts like large arteries, vessels of medium caliber as well as capillaries. Except for the tiny capillaries, the blood flow can be assumed to behave like a continuum, as well as incompressible, except for some severe pathological situations. The incompressible Navier-Stokes equations can be used to model the flow in large, or incompressible Stokes equations in small arteries. To analyze some relevant properties of blood flow in specific arterial districts for specific medical problems, two important effects often need to be taken into account: pulsatile nature of the flow and the compliant nature of the vessel walls. Despite the incredible power of supercomputing now-a-days, it is still impossible to take all these effects into account in order to simulate large sections of the human cardiovascular system in a realistic time frame. This is why simplified models describing fluid-structure interaction between the pulsatile blood flow and the compliant vessel wall are crucial in fast, real-time calculations, often needed by medical specialists.

83. Université D'Évry : Département De Mathématiques navier-Stokes equations http://www.maths.univ-evry.fr/prepubli/

Cliquer ici pour les titres de , de , de et de Francis Hirsch : Potential theory related to some multiparameter processes. Francis Hirsch : Quasi-sure analysis of some non negative Brownian martingales. Robustness of the Black and Scholes formula. Francis Hirsch, Shiqi Song: Inequalities for Bochner's subordinates of two-parameter symmetric Markov processes. Shiqi Song: Markov uniqueness and essential self-adjointness of perturbed Orstein-Uhlenbeck operators. Shiqi Song: Denis Feyel: Aussi disponible en version DVI Didier Dacunha-Castelle, Elisabeth Gassiat : The estimation of the order of a mixture model. Yi-Lun Xiao: Estimations de volume pour la suite de type (0,s) en base bs 2. Laurent Denis: Quasi-sure analysis for the Euler approximation and the flow related to an S.D.E. Yi-Lun Xiao: Volume-discrepancy estimates in one and two dimension Philippe Soulier : Non parametric estimation of the diffusion coefficient of a diffusion process. Denis Feyel et Arnaud de La Pradelle : Sur les draps de dimension infinie Aussi disponible en version DVI Francis Hirsch, Shiqi Song:

84. ACM Guide Subject Index methods based on velocityvorticity-pressure form of the NavierStokes equations forregular multivariate ARX systems Mohamed Boutahar , claude Deniau Systems http://portal.acm.org/subjects.cfm?row=L&idx=Least squares approximation&part=su

85. Ein Multimediales Nachschlagewerk - Die Erfinder - N 1894 bis heute?; Techniker; Nernst, Walther Hermann, 1864 bis 1941;; Chemiker; http://www.darmstadt.gmd.de/schulen/materialien/lexikon_htm/erfin_N.htm

N - wie Nasmyth Hinweis: "Back-Taste" Nasmyth, James, 1808 bis 1890; Maschinenbauer Natterer, Johann August, 1821 bis 1901; Arzt und Naturforscher Navier, Claude Louis Marie Henri, 1785 bis 1836; Mathematiker Nebel, Rudolf, 1894 bis heute?; Techniker Nernst, Walther Hermann, 1864 bis 1941;; Chemiker Nervi, Pier Luigi, 1891 bis 1979; Ingenieur Neumann, Franz Ernst, 1798 bis 1895; Physiker und Mineraloge Neumann, John von, 1903 bis 1957; Mathematiker Newcomen, Thomas, 1663 bis 1729; Techniker Nicholsons, William, 1754 bis 1815; Gelehrter Nipkow, Paul, 1860 bis 1940; Ingenieur Nollet, Jean Antoine, 1700 bis 1770; Geistlicher und Naturforscher Nordenfelt, Torsten Wilhelm, 1842 bis 1920; Techniker Noyce , Robert N., 1927 bis 1990; Physiker (in English!) Thomas Flemming flemming@darmstadt.gmd.de

A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z

Page 5     81-85 of 85    Back | 1  | 2  | 3  | 4  | 5