II.2.1. ARTICLES DANS LES REVUES AVEC COMITE DE

II.2.1. ARTICLES DANS LES REVUES AVEC COMITE DE
LECTURE
ACL.1 AHUES, M. ; D’ALMEIDA, F. ; LARGILLIER, A. and VASCONCELOS, P. (2003), “Spectral Refinement on Quasidiagonal Matrices”,
Accepted in Linear Algebra and its Applications.
ACL.2 AHUES, M. and LIMAYE, B.V. (2004), “Computation of Spectral
Subspaces for Weakly Singular Kernels”, Numer. Func. Anal. and Optimiz. Vol 25, 1&2 : 1-14.
ACL.3 AHUES, M.
(2005), “A Note on Perturbed Fixed Slope Iterations”, Appl. Math.
Lett. 18 : 375-380.
ACL.4 AHUES, M. and LIMAYE, B.V. (2004), “Newton Methods with
Hölder Derivative”, Numer. Func. Anal. and Optimiz. Vol 25, 5&6 :
1-17.
ACL.5 AHUES, M. and RUTILY, B. (2002), “Reciprocity of Hopf’s and
Feautrier’s operators in radiation transport theory”, In Integral Methods in Science and Engineering, P. Schiavone, C. Constanda and A.
Mioduchowski, Eds., pp : 21-26, Birkhäuser Verlag, Boston.
ACL.6 Berger R., ”Koszulity for nonquadratic algebras”, J. Algebra 239
(2001), No. 2, 705-734. (Reviewer : Dmitriy A. Rumynin) 16S37.
ACL.7 Berger R. ; Dubois-Violette M., ; Wambst M., ”Homogeneous algebras”, J. Algebra 261 (2003), No. 1, 172-185 (Reviewer : Regina Maria
Aquino) 16S37 (16E05).
ACL.8 Berger R. ; Marconnet N., ”Koszul and Gorenstein properties for homogeneous algebras”, Alg. Rep. Theory, to appear.
ACL.9 Berger R., “Dimension de Hochschild des algèbres graduées”, Comptes
Rendus -Mathématique, à paraı̂tre
ACL.10 Bretto A. et Faisant A., ”Another way for associating a graph to a
group”, Math. Slovaca, 55 (2005), No.1, 1-8
ACL.11 Boukrouche M., Lukaszewicz G., ”An upper bound on the attractor
dimension of a 2D turbulent shear flow with a free boundary condition”.
Accepté par Bull. Polish Acad. Sci. Math.
ACL.12 Boukrouche M. ; Lukaszewicz G., ”Attractor dimension estimates
for 2D shear flows for micropolar fluids with free boundary condition”.
Accepté par Mathematical Methods in Applied Sciences.
ACL.13 Boukrouche M. ; Lukaszewicz G., ”An upper bound on the attractor
dimension of a 2D turbulent shear flow in lubrication theory”. Nonlinear Analysis, Theory Methods and Applications. 59, (2004) 10771089.
1
ACL.14 Boukrouche M. ; Lukaszewicz G., ”On a lubrication problem with
Fourier and Tresca boundary conditions”. Mathematical Models and
Methods in Applied Sciences (M3AS) Vol.4, No 6 (2004) 913-941.
ACL.15 Boukrouche M. ; El Mir R., ”Asymptotic analysis of a nonNewtonian
fluid in a thin domain with Tresca law” Nonlinear Analysis, Theory
Methods and Applications. 59, (2004) 85-105.
ACL.16 Bayada G. ; Boukrouche M., ”On a free boundary problem for Reynolds equation derived from the Stokes system with Tresca boundary conditions”. Journal of Mathematical Analysis and Applications,
Vol.282 (2003), 212-231.
ACL.17 Boukrouche M. ; Lukaszewicz G., ”Asymptotic behavior of a thin
film lubrication with Coulomb fluid solid interface law.” International
Journal of Engineering Science 41, (2003) 521-537.
Q √
ACL.18 Brisebarre N., ”Irrationality measures of log 2 and / 3 ”, Experimental Mathematics 10-1, 35-52 (2001).
ACL.19 Brisebarre N. ; Muller J.M. ; Raina S.K., ”Accelerating correctly rounded floating-point division when the divisor is known in advance”,
IEEE Transactions on Computers 53-8, 1069-1072 (2004).
ACL.20 Brisebarre N. ; Defour D. ; Kornerup P. ; Muller J.M. ; Revol N., ”A
new range reduction algorithm”, IEEE Transactions on Computers 543, 331-339 (2005).
ACL.21 Brisebarre N. ; Bertin C. ; Dupont de Dinechin B. ; Jeannerod C.P ;
Monat C. ; Muller J.M. ; Raina S.K ; Tisserand A. , “A floating-point
library for integer processors”, in F.T Luck, editor, Proce Advanced Signal Processing Algorithms, Architectures and Implementations XIV,
volume 5559, Denver, Colorado, U.S.A, p. 101-111 (August 2004).
SPIE.
ACL.22 Brisebarre N. ; MullerJ.M. ; Tisserand A , “Sparse-coefficient polonomial approximations for hardware implementations”, Proc. 38th Conference on Signals, Systems and Computers, Pacific Grove, California,
U.S.A, p. 532-535, (Nov. 2004).
ACL.23 Brisebarre N. ; Muller J.M., “Functions approximable by E-fractions”,
Proc. 38 th Conference on signals, systems and computers, Pacific
Grove, California, U.S.A, p 1341-1344, (Nov. 2004)
ACL.24 Brisebarre N. ; Muller J.M., “Correctly rounded multiplication by
arbitrary precision constants”, 17th IEEE Symposium on Computer
Arithmetic (ARITH-17), Cape Cod (MA, U.S.A), p. 13-20, (June 2005).
ACL.25 Brisebarre N. ; Muller J.M. ; Tisserand A., “Computing machineefficient polynomial approximations”, à paraı̂tre dans ACM Transactions on Mathematical Software.
ACL.26 Busuioc A.V. et D. Cioranescu, ”On the flow of a Bingham fluid
passing through an electric field”, International Journal of Non Linear
Mechanics, 38 (2003), 287-304
2
ACL.27 Busuioc A.V. et Iftimie D., ”Global existence and uniqueness of solutions for the equations of third grade fluids”, International Journal
of Non Linear Mechanics”, 39 (2004), No. 1, pp. 1-12
ACL.28 Busuioc A. V. ; Ratiu T.S., ”The second grade fluid and averaged
Euler equations with Navier-slip boundary conditions”, Nonlinearity
16, (2003), pp 1119-1149
ACL.29 Busuioc A.V. et Ratiu T.S., ”Some remarks on a certain class of
axisymmetric fluids of differential type”, Physica D (Nonlinear Phenomena) 191 (2004), No.1-2, pp 106-120
ACL.30 Busuioc A.V. et Ratiu T.S., ”A fluid problem with Navier-slip boundary conditions”, Complementarity duality and symmetry in nonlinear
mechanics, 241-254, Adv. Mech. Math., 6, Kluwer Acad. Publ. Boston,
MA, 2004
ACL.31 Busuioc A.V. et Iftimie D., ”Weak solutions for third grade fluids
equations on bounded domains”, accepté dans Journal of Dynamics
and Differential Equations” (2005)
ACL.32 Champier S., Grammont L., ”Note on the norm involved in the
definition of the epsilon-spectrum”, Applied mathematics letters 14,
2001, pages 393-397.
ACL.33 Champier S., Chainais-Hillairet C., “Finite volume schemes for nonhomogeneous scalar conservation laws : error estimate”, Numerische
Mathematik 88, 2001, pages 607-639.
ACL.34 Champier S., Grammont L., ”A Wavelet-Vaguelet method for unfolding sphere size distributions”, Inverse Problem 18, 2002, pages 7994.
ACL.35 Diaz G., “Utilisation de la conjugaison complexe dans l’étude de la
transcendance de valeurs de la fonction exponentielle usuelle”. Journal
de Théorie des Nombres de Bordeaux.
ACL.36 Faisant A. ; Grekos G. et Toma V., ”On the statistical variation of
sequences”, J. Math. Anal. Appl. 306 (2005) 432-439
ACL.37 Gramain F., “Nombres premiers et polynômes irréductibles”, RMS
1, 2001-2002, 25-27.
ACL.38 Gramain F., ”Lemme de Schwarz pour des produits cartésiens”, Annales math. Blaise Pascal vol. 8, No 2, juillet 2001, 67-75.
ACL.39 Fischer V., Drutarovsky M. ; Chodowiec F. ; Gramain F., ”Inv-MixColumn
Decomposition and Multilevel Resource Sharing in AES Implementations, IEEE Transactions on VLSI, vol. 13, issue 8, Aug. 2005, 989-992.
ACL.40 Poizat B. et Gramain F., “Liaisons linéaires entre racines de l’unité
en caractéristique non nulle” J. of Algebra (à paraı̂tre)
ACL.41 AHUES, M. ; D’ALMEIDA, F. ; LARGILLIER, A. ; TITAUD,
O. and VASCONCELOS, P. (2002), “Iterative refinement schemes for
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an ill-conditioned tranfer equation in astrophysics”, In : Algorithms
For Approximation IV, J. Levesley, I.J. Anderson, J.C. Mason Eds.
University of Huddersfield, pp : 70-77.
ACL.42 GRAMMONT, L. and LARGILLIER, A. (2002), “On -spectra
and stability radii”, J. Comp. Appl. Maths. 147 : 453-469
ACL.43 AHUES, M. ; D’ALMEIDA, F. ; LARGILLIER, A. and VASCONCELOS, P. (2003), “Spectral Refinement on Quasidiagonal Matrices”,
Accepted in Linear Algebra and its Applications.
ACL.44 Grekos G. ; Haddad L.(Paris) ; Helou C. (Penn State University) et
Pihko J. (Helsinki), ”The class of Erdös-Turan sets”, Acta Arithmetica
117 (2005), 81-105.
ACL.45 Grekos G. ; Haddad L.(Paris) ; Helou C. (Penn State University) et
Pihko J. (Helsinki), ”Additive bases representations and the ErdösTuran conjecture”, Number theory (New York, 2003), 193-200, Springer, New York, 2004.
ACL.46 Grekos G. ; Salat T. ; Tomanova J. (Bratislava), ”Gaps and densities”,
Bull. Math. Soc. Sci. Math. Roumanie (N.S.) 46 (94) (2003), No. 3-4,
121-141 (2004).
ACL.47 Grekos G. ; Deschamps B. (Saint-Etienne), ”En enlevant d’une base
additive une partie infinie”, Portugaliae Mathematica (Nova Sere) 61
(2004), 123-128.
ACL.48 Grekos G. ; Strauch O. ; Pasteka Milan (Bratislava), ”Kloosterman’s
uniformly distributed sequence”, J. Number Theory, 103 (2003), 1-15.
ACL.49 Grekos G. ; Haddad L.(Paris) ; Helou C. (Penn State University)
et Pihko J. (Helsinki), ”On the Erdös-Turan conjecture”, J. Number
Theory, 102 (2003), 339-352.
ACL.50 Grekos G. ; Gallardo L. (Brest) ; Habsieger L. ; Hennecart F. ; Landreau B. (Bordeaux) et Plagne A. (Paris), ”Restricted addition in Z/nZ
and an application to the Erdös-Ginzburg-Ziv problem”, J. London
Math. Soc., II Ser. 65 (2002), 513-523.
ACL.51 Grekos G. ; Deschamps B. (Saint-Etienne), ”Estimation du nombre
d’exceptions à ce qu’un ensemble de base privé d’un point reste un
ensemble de base”, Journal fur die reine und angewandte Mathematik,
539 (2001), 45-53.
ACL.52 Grekos G. ; Haddad L. (Clermont II), ”Densités, moyennes et ensemble représentatif : unification du cas discret et du cas continu”,
Annales de la Faculté des Sciences de Toulouse, 10 (2001), 35-68.
ACL.53 Grekos G. ; Giuliano R. (Pise), “Regular sets and conditional density :
an extension of Benford’s law”. Colloquium Mathematicum 103 (2005),
173-192.
ACL.54 Hennecart F. ; Plagne A., ”On the subgroup generated by a small
doubling binary set”, European J. Combin. 24 (2003), 5-14.
4
ACL.55 Hennecart F., ”Une propriété arithmétique des bases additives. Un
critère de non-base”, Acta Arith. 108 (2003), 153-166.
ACL.56 Hennecart F. ; Hegyvari N. ; Plagne A., ”A proof of two Erdös conjectures on restricted addition and further results, J. Reine Angew. Math.
560 (2003), 199-220.
ACL.57 Hennecart F. ; Deshouillers J.M. ; Plagne A., ”On small sumsets in
(Z/2Z) ”, Combinatorica 24 (2004), 53-68.
ACL.58 Hennecart F., ”La fonction de Brakemeier dans le problème d’ErdösGinzburg-Ziv”, Acta Arith. 117 (2005), 35-50.
ACL.59 Hennecart F., ”On the restricted order of asymptotic bases of order
two”, The Ramanujan Journal 9 (2005), 123-130.
ACL.60 Hennecart F., ”Restricted addition and some developments of the
Erdös-Ginzburg-Ziv theorem, Bull. London Math. Soc. 37 (2005), 481490
ACL.61 Hennecart F., ”On the regularity of density sets”, Tatra Mountains
Maht. Publ., à paraı̂tre.
ACL.62 Khodja, Farid Ammar, Benabdallah, Assia ; Dupaix, Cédric ; Kostin,
Ilya “Null-controllability of some systems of parabolic type by one
control force”. ESAIM Control Optim. Calc. Var. 11 (2005), No 3,
426-448 (electronic).
ACL.63 Ammar Khodja, F ; Benabdallah, A ; Dupaxi, C ; Kostin, I, “Controllability to the trajectoires of phase-field models by one control force”.
SIAM J. Control Optim. 42 (2003), No 5, 1661-1680 (electronic).
ACL.64 Kostin, Ilya ; Marion, Martine ; Texier-Picard, Rozenn ; Volpert, Vitaly A, “Modelling of miscible liquids with the korteweg stress”. MZAN
Math. Model. Numer. Anal. 37 (2003), No 5, 741-753.
ACL.65 Millet F. et Joseph A. ; ”Semi-centre de l’algèbre enveloppante d’une
sous-algèbre parabolique d’une algèbre de Lie semi-simple”, Annales
Scientifiques de l’Ecole Normale Supérieure, 38 (2005), 155-191.
ACL.66 Panasenko G.P., ”Partial homogenization”, C.R. Mécanique, t. 330,
2002, pp. 667-672
ACL.67 Panasenko G.P. ; Virnovsky G., ”Homogenization of two-phase flow :
high contrast of phase permeability”, C.R. Mécanique, t.331, 2003, pp.
9-15.
ACL.68 Panasenko G.P. ; Stavre R., “Asymptotic analysis of a periodic flow
in a thin channel with visco-elastic wall”, J. Math. Pures App. (2005)
accepté
ACL.69 Amosov A. ; Panasenko G. ; Rutily B., ”An approximate solution to
the integral radiative transfer equation in an optically thick slab”, C.R.
Mécanique, t. 331, 2003, pp. 823-828.
ACL.70 Dupuy D. ; Panasenko G. ; Stavre R., ”Asymptotic analysis for micropolar fluids”, C.R. Mécanique, t. 332, 2004, pp. 31-36.
5
ACL.71 Amosov A. ; Panasenko G., ”Asymptotic analysis and asymptotic
domain decomposition for an integral equation of the radiative transfer
type”, J. Math. Pures Appl. (2005) accepté.
ACL.72 Cardone G. ; Corbo-Esposito A. ; Panasenko G., ”Asymptotic partial
decomposition for diffuson with sorption in thin structures”, Nonlinear
Analysis (2005) accepté.
ACL.73 Paoli L., ”Time-discretization of vibro-impact”, Phil. Trans. Roy. Soc.
London A, 359(2001) 2405-2428.
ACL.74 Paoli L., Schatzman M., ”Penalty approximation for non smooth
constraints in vibro-impact”, Journal of Differential Equations, 177
(2001) 375-418.
ACL.75 Brogliato B., Dam A.A. ten, Paoli L., Genot F., Abadie M., ”Numerical simulation of finite dimensional multibody nonsmooth mechanical
systems”, ASME Applied Mechanics Reviews, 55-2 (2002) 107-149.
ACL.76 Paoli L., Schatzman M., ”A numerical scheme for impact problems I.
The one-dimensional case”, SIAM on Numerical Analysis, 40-2 (2002)
702-733.
ACL.77 Paoli L., Schatzman M., ”A numerical scheme for impact problems II.
The multidimensional case”, SIAM on Numerical Analysis, 40-2 (2002)
734-768.
ACL.78 Paoli L., Schatzman M., ”Penalty approximation for dynamical systems submitted to multiple non-smooth constraints”, Multibody System Dynamics, 8-3 (2002) 347-366.
ACL.79 Paoli L., ”Asymptotic behavior of a two fluid flow in a thin domain :
From Stokes equations to Buckley-Leverett equation and Reynolds
law”, Asymptotic Analysis, 34-2 (2003) 93-120.
ACL.80 Paoli L., ”Problèmes de vibro-impact : étude de la dépendance par
rapport aux données”, C.R. Acad. Sci. Paris, Série I, 339 (2004) 27-32.
ACL.81 Paoli L., ”Continuous dependence on data for vibro-impact problems”,
Math. Models Methods Appl. Sci (M3AS), 15-1 (2005) 53-93.
ACL.82 Paoli L., ”An existence result for non-smooth vibro-impact problems”,
Journal of Differential Equations, 211 (2005) 247-281.
ACL.83 Cellier-Michel S., Rehailia M. et Berthon J.L., ”Is the Rhythm of
Vertical Migration of Dapnia Longispina Circadian or Simply Nycthemeral ?”, Annals of Limnology-International Journal of Limnology,
volume 39 (3), pp. 265-272, 2003.
ACL.84 Rigal L. ; Lenagan T.H., ”Dimension of quantum determinantal rings”.
Glasgow Mathematical Journal 44 (2002), 285-292.
ACL.85 Rigal L. ; Dumas F., ”Prime spectrum and automorphisms for 2 x
2 jordanian matrices”, Communications in Algebra 30 ( 2002), No. 6,
2805-2828.
6
ACL.86 Rigal L. ; Lenagan T.H., ”The maximal order property for quantum
determinantal rings”, Proc. Edinb. Math. Soc. (2) 46 (2003), No. 3,
513-529
ACL.87 Rigal L. ; Kelly A.C. ; Lenagan T.H., ”Ring theoretic properties of
quantum grassmannians”, J. Algebra Appl. 3 (2004), No.1, 9-30 (Corrigenda : J. Algebra Appl.3 (2004), No.2, 219)
ACL.88 Taillefer R., ”Injective Hopf bimodules, cohomologies of infinite dimensional Hopf algebras and graded-commutativity of the Yoneda product”, J. Algebra, 276 (2004), No.1, pp 259-279.
ACL.89 Erdmann K. ; Holloway M. ; Snashall N. ; Solberg φ. ; Taillefer R. ,
”Support Varieties for Selfinjective Algebras”, K-Theory, 33 (2004),
No.1, pp 67-87.
ACL.90 Taillefer R., ”Cohomology theories of Hopf bimodules and cup-product”,
Algebr. Represent. Theory 7 (2004), no.5, pp 471-490.
ACL.91 Erdmann K. ; Green E.L. ; Snashall N. ; Taillefer R., ”Representation Theory of the Drinfeld Doubles of a Family of Hopf Algebras”, à
paraı̂tre dans Journal of Pure and Applied Algebra.
ACL.92 Brisebarre N. ; Muller J.M., “Correct Rounding of Algebraic Functions, en collaboration”, RAIRO Theoretical Informatics and Applications. (à paraı̂tre)
ACL.93 Fauquant-Millet F. ; A. Joseph, Sur les semi-invariants d’une sousalgèbre parabolique d’une algèbre enveloppante quantifiée, Trans. Groups
6 (2001), 125-142.
ACL.94 T.H. Lenagan ; Rigal L., Quantum graded algebras with a straightening law and the AS-Cohen-Macaulay property for quantum determinantal rings and quantum grassmannians. A paraitre dans Journal of
Algebra.
ACL.95 Faisant A. “Interprétation factorielle du nombre de classes dans les
ordres des corps quadratiques”, Ann. math. Blaise Pascal 7 (2) (2000),
13-18.
ACL.96 Bretto A. ; Faisant A., “Another way for associating a graph to a
group”, Math Slovaca 55 (2005) 1-8.
ACL.97 N. Brisebarre, J.-M. Muller : Correct Rounding of Algebraic Functions, à paraı̂tre dans RAIRO Theoretical Informatics and Applications.
ACL.98 É. Gaudron : Mesure d’indépendance linéaire de logarithmes dans un
groupe algébrique commutatif. C.R. Acad. Sci. Paris, 333 (2001), no.
12, 1059–1064.
ACL.99 É. Gaudron, M. Ably : Approximation diophantienne sur les courbes
elliptiques à multiplication complexe. C.R. Acad. Sci. Paris, 337 (2001),
no. 10, 629–634.
7
ACL.100 É. Gaudron : Mesure d’indépendance linéaire de logarithmes dans un
groupe algébrique commutatif, Inv. Math., Vol. 162, N. 1, Oct. 2005,
137 - 188.
ACL.101 M. Welter : Sur un théorème de Gelfond-Selberg et une conjecture
de Bundschuh-Shiokawa, Acta Arith. 116 (2005), 363-385.
Publications de doctorants
ACL.D.1 Boukrouche M. ; El Mir R., ”On the Navier-Stokes system in a
thin film flow with Tresca free boundary condition and its asymptotic behavior”, Bull. Math. Soc. Sc. Roumanie, Tome 48(96) No 2,
(2005), 141-165
ACL.D.2 Marconnet N., ”Homologies d’algèbres Artin-Schelter régulières
cubiques”, C.R. Acad. Sci. Paris, Ser. I 338 (2004)
ACL.D.3 Marconnet N., ”Homologies of cubic Artin-Schelter regular algebras”, J. Algebra 278 (2004), 638-665
ACL.D.4 Berger R. ; Marconnet N., ”Koszul and Gorenstein properties for
homogeneous algebras”, Alg. Rep. Theory, to appear.
ACL.D.5 Fontvieille F. ; Panasenko G.P. ; et Pousin J., ”Asymptotic decomposition of a singular perturbation problem with unbounded
energy”, C.R. Mécanique, t. 330, 2002, pp. 507-512
ACL.D.6 Panasenko G.P. ; Rutily B. et Titaud O., ”Asymptotic analysis
of integral equations for great interval and its application to stellar
radiative transfer”, C.R. Mécanique, t.330, 2002, pp. 735-740.
ACL.D.7 Ainser A. ; Dupuy D. ; Panasenko G. ; Sirakov I., ”Flow in wavy
tubestructure : asymptotic analysis and numerical simulation”, C.R.
Mécanique, t. 331, 2003, pp. 609-615.
ACL.D.8 Dupuy D. ; Panasenko G. ; Stavre R., ”Asymptotic methods for
micropolar fluids in a tube structure”, Mathematical Models and
Methods in Applied Sciences, 5 (14), 2004, pp. 735-758.
ACL.D.9 Dupuy D. ; Panasenko G. ; Stavre R., ”Multi-scale analysis for
micropolar flow in a structure with one bundle of tubes”, International Journal for Multiscale Computational Engineering, 2(3), 2004,
pp. 461-475.
ACL.D.10 Meliani S. ; Panasenko G. ; Paoli L., ”Etude d’un modèle thermochimique de formation d’un matériau composite”, C.R. Acad. Sci.
Paris, Ser. I, 339, 2004, pp. 597-602.
ACL.D.11 Meliani S. ; Panasenko G., ”Thermo-chemical modelling of formation of a composite material”, Applied Analysis Int. Journal, 84(3),
2005, pp. 229-245.
ACL.D.12 Meliani S., Paoli L., ”Homogenization of a model of cure process
for composites”, Nonlinear Anal. TMA, 56 (2004) 385-413.
8
ACL.D.13 Blanc A., Hassnaoui M., Berge B., Rehailia M., Buisson B., Bourdon L., Chapotot F., Cespuglio R., Bisser S. et Buguet A., ”La maladie du sommeil : évolution des rythmicités ultradiennes et nycthémérales”,
Mécanismes et physiopathologie des fonctions rythmiques, pp. 305314, 2003.
ACL.D.14 Berge B., Rehailia M., Blanc A., Bourdon L., Hassnaoui M., Dorkenoo M., Cespuglio R., Tapie P, Buisson B. et Buguet A., ”Détermination
des SOREMPs (Sleep Onset Rapid Eye Movement Periods) lors de la
maladie du sommeil”, proceedings (sur quelques aspects de la chronobiologie) du Congrès de la Société Française de Chronobiologie,
Saint-Etienne, 2004, pp. 257-264.
ACL.D.15 Berge B., Chevrier C., Blanc A., Rehailia M., Bourdon L., Hassnaoui M., Dorkenoo M., Cespuglio R., Buisson B. et Buguet A.,
”Etude Longitudinale de la température corporelle et de l’activité
motrice au cours de la typanosome expérimentale chez le rat”, proceedings (Sur quelques aspects de la chronobiologie) du Congrès de
la Société Française de Chronobiologie,Saint-Etienne, 2004, pp. 265271.
ACL.D.16 Berge B., Chevrier C., Blanc A., Rehailia M. et Buguet A., ”Disruptions of Ultradian and Circadian Body Temperature Rhythms
during Trypanosomiasis in an Experimental Rat Model”, Journal
Chronobiology International (doit paraı̂tre au premier semestre 2005).
ACL.D.17 AHUES, M. ; LARGILLIER, A. and TITAUD, O. (2001),
“The Roles of a Weak Singularity and the Grid Uniformity in Relative Error Bounds”, Numer. Func. Anal. and Optimiz. 22(7 & 8) :
789-814.
ACL.D.18 AHUES, M. ; D’ALMEIDA, F. ; LARGILLIER, A. ; TITAUD,
O. and VASCONCELOS, P. (2002), “An L1 Refined Projection Approximate Solution of the Radiation Transfer Equation in Stellar
Atmospheres”, J. of Comp. and Applied Maths. 140, 1,2 : 13-26.
ACL.D.19 AHUES, M. ; AMOSOV, A. ; LARGILLIER, A. and TITAUD,
O. (2005), “Lp error estimates for projection approximations”, Appl.
Math. Lett. 18 :381-386.
ACL.D.20 AHUES, M. and TITAUD, O. (2002), “Spectral Approximation
of Weakly Singular Integrable Kernels using Projections”, In Integral
Methods in Science and Engineering, P. Schiavone, C. Constanda
and A. Mioduchowski, Eds., pp : 27-32, Birkhäuser Verlag, Boston.
ACL.D.21 LARGILLIER, A. and TITAUD, O. (2001), “Product integration quadratures for the radiative transfer problem with Hopf’s kernel”, In : Integral Methods in Science and Engineering, BirkhauserVerlag, pp : 143-148.
9
II.2.4 COMMUNICATIONS AVEC ACTES
ACT.1 Ahues M. and Rutily B. (2002), ”Reciprocity of Hopf’s and Feautrier’s operators in radiation transport theory”, Integral Methods in
Science and Engineering, P. Schiavone, C. Constanda and A. Mioduchowski, Eds., pp 21-26, Birkhäuser Verlag, Boston.
ACT.2 Ahues M. ; Largillier A. et Titaud O., (2003), ”Iterative Refinement
Schemes for Two Families of Numerical Approximations of the Radiative Transfer Equation”, International Workshop on Linear Algebra,
Numerical Functional Analysis and Wavelet Analysis, S.H. Kulkarni
and M.N.N. Namboodiri Eds., Allied Publishers Pvt. Ltd., Chennai,
India.
ACT.3 Ahues M. et Largillier A.,(2005), ”Newton Type Methods for Some
Nonlinear Differential Problems”, Integral Methods in Science and Engineering, Birkhäuser Verlag, (to appear)
ACT.4 Boukrouche M., “A Reynolds equation Derived from the Micropolar
Navier-Stokes”, Lecture notes in pure and applied mathematics, Vo.
223, (2001), 1-18.
ACT.5 Bayada G. ; Boukrouche M., ”Coulomb fluid solid interface law in
lubrication”. In Contact mechanics (Praia da Consolaçao, 2001), volume 103 of Solid Mech. Appl. pages 285-292. Kluwer Acad. Publ.,
Dordrecht, 2002.
ACT.6 Boughanim F. ; Boukrouche M., Smaoui H., ”Asymptotic behavior
of a non-Newtonian flow with stick-slip condition”, Proceedings of the
2004-Fes Conference on Differential Equations and Mechanics, 71-80
(electronic) Electron. J. Differ. Equ. Conf., 11 (2004)
ACT.7 Bertin C. ; Brisebarre N. ; Dupont de Dinechin B. ; Jeannerod C.P.,
Monat C. ; Muller J.M. ; Raina S.K. et Tisserand A., ”A floating-point
library for integer processors, F.T. Luk, editor, Proc. Advanced Signal Processing Algorithms, Architectures and Implementations XIV,
volume 5559, Denver, Colorado, U.S.A., pages 101-111, August 2004.
SPIE.
ACT.8 Brisebarre N. et Muller J.M., ”Functions approximable by E-fractions
(invited talk), 38th Conference on signals, systems and computers, Pacific Grove, California, Nov. 2004.
ACT.9 Brisebarre N. ; Muller J.M. ; Tisserand A., ”Sparse-coefficient polynomial approximations for hardware implementations”, 38th Conference on signals, systems and computers, Pacific Grove, California,
Nov. 2004.
ACT.10 Brisebarre N. ; Muller J.M., ”Correctly rounded multiplication by
arbitrary precision constants”, accepté au 17th IEEE Symposium on
Computer Arithmetic (ARITH-17), Cape Cod (MA, USA), juin 2005.
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ACT.11 Busuioc A.V. et Ratiu T.S., ”A fluid problem with Navier-slip boundary conditions”, Proceedings IUTAM, Symposium on ComplementaryDual Variational Principles in Nonlinear Mechanics, Shanghai University, (2002).
ACT.12 Bretto A. ; Faisant A., ”Topologies on Bipartite graphs”, Rendiconti
del Seminario Matematico di Messina, Serie II - Supplemento al N.8
(2002)
ACT.13 Fischer V. ; Jacquet G. ; Gramain F., ”Partage de ressources dans
l’implantation de l’algorithme Rijndael basé sur la décomposition de
la fonction InvMixColumn”, Conférence Journées Francophones sur
l’Adéquation Algorithme Architecture, JFAAA’05, Dijon Janvier 2005,
220-224.
ACT.14 Grekos G. ”On various definitions of density (survey)”. 15 pages,
Tatra Mountain Math. Publ., à paraı̂tre.
ACT.15 Grekos G. ”The density set : a survey”. 14 pages. Tatra Mountain
Math. Publ., à paraı̂tre.
ACT.16 Grekos G. ; Gallardo L. (Brest). On Brakemeier’s variant of the ErdösGinzburg-Ziv problem. Tatra Mountains Math. Publ., 20 (2000), 91-98.
ACT.17 Panasenko G.P., ”Hybrid multiscale models the partial homogenisation of a rod, Proceedings of the Conference on Homogenization at
Narvik, 2004 (à paraı̂tre), Eds A. Piatnitsky, World Scientific
ACT.18 Paoli L., Schatzman M., ”Understanding impact through continuous
medium vibrations”, in Proceedings of Contact Mechanics International Symposium 3, Contact Mechanics, no.103 dans Solid Mechanics
and its Applications, Praia de Consolacao (Portugal), 17-21 juin 2001,
J.A.C. Martins & M.D.P. Monteiro-Marques eds. Kluwer Academic
Publishers Boston, (2002) 53-64.
ACT.19 Paoli L., ”A numerical scheme for impact problems with inelastic
chocks : a convergence result in the multi-constraint case, in Proceedings of the International Conference on Nonsmooth/Nonconvex Mechanics, Thessaloniki (Grèce), 5-6 juillet 2002, C.C. Baniotopoulos ed.,
Editions Ziti, Thessaloniki, (2002) 269-274.
ACT.20 Monteiro Marques M.D.P., Paoli L., An existence result in non-smooth
dynamics, in Proceedings of the international colloquium in honor of
the 80th birthday of J.J. Moreau, Montpellier, 17-19 novembre 2003,
Kluwer book series of Advances in Mechanics and Mathematics, à
paraı̂tre, 2005.
ACT.21 Dumont Y., Paoli L., (conférence sur invitation) Vibrations of a beam
between stops : convergence and implementation of a fully discretized
approximation in Proccedings of the Eccomas Thematic Conference
”Multibody Dynamics 2005”, Madrid (Espagne), 21-24 juin 2005, CD
Rom, 2005.
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ACT.22 Dumont Y., Paoli L., (conférence sur invitation) Simulations of beam
vibrations between stops : comparison of several numerical approaches,
in Proceedings of the Fifth Euromech Nonlinear Dynamics Conference
(ENOC-2005), Eindhoven (Hollande), 7-12 août 2005, CD Rom, 2005.
Publications de doctorants
ACT.D.1 Ahues M. and Titaud O., (2002), ”Spectral Approximation of
Weakly Singular Integrable Kernels using Projections”, Integral Methods in Science and Engineering, P. Schiavone, C. Constanda and
A. Mioduchowski, Eds., pp 27-32, Birkhäuser Verlag, Boston.
ACT.D.2 Ahues M. ; D’Almeida F. ; Largillier A. ; Titaud O. et Vasconcelos P., ”Iterative refinement schemes for an ill-conditioned transfer
equation in astrophysics”, Algorithms For Approximation IV, I.J.
Anderson, J.C. Mason Eds. University of Hudersfield (2002), pp 7077
ACT.D.3 Dzonou R., “A numerical scheme for finite dimensional frictionless dynamics with inelastic contact and general inertia operator in
Proceedings of the Fifth Euramech Nonlinear Dynamics Conference” (ENOC 2005) Eindhoven (Hollande), 7-12 août 2005, CD Rom,
2005.
ACT.D.4 Méliani S., Panasenko G., Paoli L., Theoretical and numerical study of a multiscale model for composites, in Proceedings of
Second MIT Conference on Computational Fluid and Solid Mechanics, Cambridge (USA) 17-20 juin 2003, Elsevier, 2003.
ACT.D.5 Abdessamad Z., Méliani S., Panasenko G., Paoli L., Study
of a thermo-chemical model of formation of a composite material,
in Proceedings of European Congress on COmputational Methods
in Applied Sciences and engineering (ECCOMAS), Jyvaskyla (Finlande), 24-28 juillet 2004, CD Rom, 2004.
II.2.5 COMMUNICATIONS SANS ACTES (voir fiches individuelles)
II.2.6 OUVRAGES SCIENTIFIQUES
Livres
OS.1 Ahues M. ; Largillier A. ;Limaye B.V. (2001) , ”Spectral Computations with Bounded Operators”, Chapman and Hall, Boca Raton.
OS.2 Panasenko G., ”Multi-Scale Modelling for Structures and Composites”,
Springer, 2005, 398pp
Chapitres
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OS.1* Diaz G., Mahler’s conjecture and other transcendence results, chapitre 2 du livre “Introduction to algebraic independence theory”, Y.
Nesterenko et P. Philippon éditeurs, L.N.M. 1752, Springer (2001).
OS.2* Paoli L., Schatzman M., ”Non convex aspects of dynamics with impact, in From convexity to non convexity” (ouvrage collectif dédié à la
mémoire du professeur Fichera), R. Gilbert & P. Pardalos editors, Nonconvex Optim. Appl., 55, Kluwer Academic Publishers, Boston, (2001)
207-222.
II.2.9.AUTRES PUBLICATIONS
AP.1 Ahues M., (2001), Théorie Spectrale pour la Maı̂trise (Université Jean
Monnet, Saint-Etienne)
AP.2 Foucault F., “Modules des courbes de genre deux et application” de
Kodaira-Spencer
AP.3 Hennecart F., The density of the sums of three cubes. (avec J-M.
Deshouillers et B. Landreau)
AP.4 Hennecart F., On a conjecture of Erdős and Burr. (avec N. Hegyvári
et A. Plagne)
AP.5 Hennecart F., On monochromatic sums of squares and primes. (avec
N. Hegyvári)
AP.6 Paoli L., Best of Deug : Analyse 2ème année, Dunod, Paris, (2002).
AP.7 Panasenko G.P, Ainser A., Dupuy D., Sirakov I., “Modélisation numérique
et étude expérimentale coordonnée de l’extrusion bivis”, Rapport final
d’activité scientifique (Projet Région Rhône Alpes, septembre 2003).
AP.8 Panasenko G.P, Paoli L., Méliani S., “Modélisation mathématique des
matériaux composites : du procédé aux propriétés”, Rapport final d’activité scientifique (Projet Région Rhône Alpes, septembre 2003).
AP.9 Panasenko G.P, Smyshlyaev V.,”Memory effect in homogenization of
viscoelastic media vith thermal effects”, Annexe du Rapport finial d’Activité scientifique (Projet Régional Rhône-Alpes, septembre 2003).
AP.10 N. Brisebarre, G. Philibert, Effective lower and upper bounds for
the Fourier coefficients of powers of the modular invariant j, soumis.
AP.11 G. Diaz : Produits et quotients de combinaisons linéaires de logarithmes
de nombres algébriques : conjectures et résultats partiels, soumis.
AP.12 É. Gaudron : Effective diophantine approximation on abelian varieties,
soumis.
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