Publications of Thierry Colin
My
records on Google Scholar
Papers
and preprints
[A72] M. Colin, Th. Colin, J.
Dambrine, Numerical simulations of wormlike micelles flows in
micro-fluidic T-shaped junctions.
[A71] Th. Colin, A. Iollo,
J.-B. Lagaert and O. Saut, An inverse problem for the the
recovery of the vascularization of a tumor.
[A70] Th. Colin, H.
Fathallah, J.-B. Lagaert, O. Saut, A Multilayer Model for GBM:
Effects of Invasive Cells and Anti-Angiogenesis on Growth.
Submitted.
[A68] M. Latige, G.
Gallice, Th. Colin, A second order Cartesian
finite volume method for elliptic interface and embedded
Dirichlet problems, to appear in Computers and fluids.
[A67] T. Colin, M.-C.
Durrieu, J. Joie, Y. Lei, Y. Mammeri, C. Poignard, O. Saut,
Modeling of the migration of endothelial cells on bioactive
micropatterned polymers, to appear in Mathematical Biosciences
and engineering.
[A66] J. Bona, Th. Colin and
C. Guillopé, Propagation of long-crested water-waves,
Discrete and Continuous Dynamical Systems - Series A (DCDS-A),
Pages: 599 - 628, Volume 33, Issue 2, February 2013.
[A65] M. Colin, Th. Colin and
J. Dambrine, Validity of the Reynolds equation for miscible
fluids in microchannels. DISCRETE AND
CONTINUOUS DYNAMICAL SYSTEMS SERIES B Volume 17, Number 3, May
2012. doi:10.3934/dcdsb.2012.17.801
[A64] T. Colin, A. Iollo, D.
Lombardi, O. Saut System
Identification in Tumor Growth Modeling Using Semi-empirical
Eigenfunctions. Math. Models Methods Appl. Sci. 22, 1250003
(2012).
[A63] A. Bourgeade, J.J.
Pesqué, M. Sesques, C. Millet Th. Colin, Ondes et
Mathématiques, Chocs, Numéro 39, CEA, Janvier
2011, pp. 58-66.
[A62] T. Colin, S. Tancogne, Stability of bifluid
jets in microchannels, European
journal
of mechanics. B, Fluids (July-August 2011), p 409-420.
[A61] Ch.-H. Bruneau, Th.
Colin, S. Tancogne, A
Level-Set method for three dimensional bifluid flows evolving in
square micro channels, Computational Fluid
Dynamics Review 2010, Hafez, Oshima, Kwak Ed, World Scientific.
[A60] R. Belaouard, Th.
Colin, G. Gallice, Couplage
de l’effet Landau avec l’amplification Raman, Chocs,
avancées scientifiques et techniques de la direction des
applications militaires, CEA. 2009, pp. 10-11.
[A59] D. Bresch, T. Colin, E.
Grenier, B. Ribba, O. Saut,
Computational modeling of solid tumor growth: the
avascular stage, SIAM J. SCI. COMPUT.
Vol. 32, No. 4, pp. 2321–2344, 2010.
[A58] T. Colin, A.
Iollo, D. Lombardi and O. Saut, Prediction of the Evolution
of Thyroidal Lung Nodules Using a Mathematical Model, ERCIM
News, No 82, pp.
37-38, July 2010.
[A57] Billy F., Saut O., Morre-Trouilhet H., Colin
T., Bresch D., Ribba B., Grenier E. Modèle
mathématique multi-échelle de l'angiogenèse
tumorale et application à l'analyse de
l'efficacité de traitements anti-angiogéniques.
Bull Cancer, mars 2008 ; vol.95, numéro spécial :
65.
[A56] M. Colin and
Th. Colin, A
multi-D model for Raman instability, ESAIM: M2AN 45
(2011) 1–22.
[A55] D. Bresch, Ch. Choquet,
L. Chupin, Th. Colin, M. Gisclon,
Roughness-Induced Effect at Main order on the Reynolds
Approximation, Multiscale
Model. Simul. Volume 8, Issue 3, pp. 997-1017 (2010).
[A54] F. Billy, B. Ribba, O.
Saut, H. Morre-Trouilhet, Th. Colin, D. Bresch, J.-P. Boissel,
E. Grenier, J.-P. Flandrois,
A pharmacologically-based multiscale mathematical model
of angiogenesis, and its use in analysing the efficacy of a new
anti-cancer treatment strategy. Journal of Theoretical Biology,
vol. 260, Issue 4, 21
October 2009, Pages 545-562.
[A53] D. Bresch,
T. Colin, E. Grenier, B. Ribba, O. Saut A viscoelastic model
for avascular tumor growth, DCDS Supplements, 101-108, Volume
2009, Issue : Special, september 2009.
[A52] Claude Coulon,
Hitoshi Miyasaka, Wolfgang Wernsdorfer, Thierry Colin, and
Rodolphe Clérac, Realization
of a Magnet Using an Antiferromagnetic Phase of Single Chain
Magnets. Phys.
Rev. Lett. 102, 167204 (2009).
[A51] M. Colin, Th. Colin,
M. Ohta Instability
of standing waves for a system of nonlinear Schrödinger
equations with three wave interaction, Funkcialaj
Ekvacioj 52 no.3 (2009), 371-380.
[A50] M. Colin, Th. Colin, M.
Ohta Stability of
solitary waves for a system of
nonlinear Schrödinger
equations with three wave interaction, Annales de l’Institut
Henri Poincaré - Analyse non linéaire, vol. 26,
Issue 6, November-December
2009,
Pages 2211-2226.
[A49] R. Belaouar, T.
Colin, G. Gallice Numerical
coupling of Landau damping and Raman amplification, Journal
of Computational Physics 228 (2009) 387–405.
[A48] T. Colin, G. Ebrard, G.
Gallice, Semidiscretization
in time for Nonlinear Zakharov Waves Equations, DCDS-B, volume:
11, Number: 2, March 2009, 263-282.
[A46] C-H Bruneau, T.
Colin, S. Tancogne, Simulation of the break-up of a diphasic jet
in a microchannel, ESAIM
Proc., vol25, p.80-90, 2008.
[A45] S.
Bénito, Ch.-H. Bruneau, Th. Colin, C. Gay, F. Molino, An
elasto-visco-plastic model for immortal foams or emulsions, The
European Physical Journal E - Soft Matter, Volume 25, Number 3, mars 2008.
[A44] Guillot, P., Joanicot,
M., Colin, A., Bruneau, C.-H., and Colin, T., Rheological
measurements on a microfluidic device, International Journal of
Heat and Technology, vol. 26, no. 1, pp. 147-152, 2008.
[A43] P. Guillot, T. Moulin, R. Kötizt, M. Guirardel, A. Dodge, M. Joanicot, A. Colin, Ch.-H. Bruneau et T. Colin Towards a continuous microfluidic rheometer, Microfluidics and nanofluidics, Volume 5, Number 5, November 2008 , pp. 619-630(12).
[A42] C. Coulon, R.
Clérac, W. Wernsdorfer,T. Colin, A. Saitoh, N.
Motokawa, H. Miyasaka Effect of an applied magnetic field on
the relaxation time of single-chain magnets, Physical review
B. Condensed matter and materials physics, 2007, vol. 76,
no21.
[A41] R. Balaouard, V.
Tikhonchuk, T. Colin, G. Gallice Quasilinear
electron acceleration in a driven plasma wave, Plasma Phys.
Control. Fusion 49 (2007) 969–984.
[A39] R. Belaouard, T. Colin,
G. Gallice, C. Galusinski,
Theorical and numerical study of a quasilinear Zakharov
system describing Landau damping. M2AN vol. 40, No6, 961-986
(2007).
[A38] Pierre
Guillot, Pascal Panizza, Jean-Baptiste Salmon, Mathieu Joanicot, Annie Colin,
Charles-Henri Bruneau and Thierry Colin, Viscosimeter on a
Microfluidic Chip, Langmuir 2006, 22, 6438-6445.
[A37] B. Ribba, O. Saut, T.
Colin, D. Bresch, E. Grenier, J.P. Boissel, A multiscale
mathematical model of avascular tumor growth to investigate the
therapeutic benefit of anti-invasive agents, Journal of
Theoretical Biology 243 (2006) 532–541.
[A36] B. Ribba, Th. Colin, S. Schnell, A multiscale
mathematical model of cancer growth and radiotherapy efficacy:
The role of cell cycle regulation in response to irradiation,
Theoretical Biology and Medical Modelling 2006, 3:7 (10 Feb
2006).
[A35] P. Guillot, A. Colin,
S. Quiniou, G. Cristobal, M. Joanicot, C.-H. Bruneau et T.
Colin, Un
rhéomètre sur puce microfluidique, La Houille
Blanche, No3 2006.
[A34] M. Colin and T. Colin, A numerical
model for the Raman Amplification for laser-plasma interaction. Journal of
Computational and Applied Math.
193 (2006), no. 2, 535--562.
[A33] P. Guillot; A. Colin;
P. Panizza ; S. Rousseau; Ch. Masselon; M. Joanicot; Ch.-H.
Bruneau; Th. Colin A
rheometer on a chip Spectra-analyse. 2005; 34 (247) : 50-53.
[A28] M. Colin and T. Colin, On a quasilinear
Zakharov system describing laser-plasma interactions, Differential Integral
Equations 17 (2004), no. 3-4, 297-330.
[A25] T. Colin and D. Lannes, Justification of and
long-wave correction to Davey-Stewartson systems from quadratic
hyperbolic systems, Discret and continuous dynamical systems, 11
(2004), no.1, 83-100.
[A24] T. Colin, Modèles stratifiés en mécanique des fluides géophysiques, Annales Mathématiques Blaise Pascal, volume 9, 229--243, (2002).
[A23] T. Colin, Rigorous derivation of
the nonlinear Schrödinger
equation
and Davey-Stewartson systems from quadratic hyperbolic systems
Asymptotic Analysis 31(1) 2002, pp. 69-91.
[A22] T. Colin, C.
Galusinski, H.G. Kaper,
Long waves in micromagnetism, Communications in PDE, 27
(2002), no. 7-8, 1625--1658, 3.
[A21] T. Colin et J.-M.
Ghidaglia, An
initial-boundary-value problem for the Korteweg-de Vries
equation posed on a finite interval, Advances in Differential
Equations 6 (2001), no 12, 1463-1492.
[A20] D. Bresch et
T. Colin, Some
remarks on the derivation
of the sverdrup relation, J. math.fluid mech. 4 (2002) 95-108.
[A19] T. Colin et D. Lannes, Long wave-short wave
resonnance in nonlinear geometric optics, Duke Math. J. vol.
107, N0 2, 351-419, 2001.
[A18] T. Colin et W. Ben
Youssef, Rigorous
derivation of Korteweg-de Vries type systems from a general
class of nonlinear hyperbolic systems,
Mathematical
Modelling and Numerical Analysis (M2AN), Vol. 34, No 4, 2000, pp.873-911.
[A17] A.-S. Wunnenburger, A.
Colin, T. Colin, D. Roux, Undulation instability under shear: a
model to explain the different orientations of a lamellar phase
under shear? Eur. Phys. J. E 2 (2000) 3, 277-283.
[A15] T. Colin et M. Gisclon, An initial-boundary-value problem that approximate the quarter-plane problem for the Korteweg-de Vries equation. Nonlinear Analysis TMA, vol. 46, No 6, Novembre 2001, 869-892.
[A14] T. Colin et
P. Fabrie, Semidiscretization
in time for Schrödinger-waves equations, Discret and
continuous dynamical systems, vol4, No 4, 671-690, (1998).
[A13] T. Colin et P.
Fabrie, Rotating
fluid at high Rossby number driven by a surface stress:
existence and convergence, Advances in Differential Equations,
vol. 2, 5, septembre 1997.
[A12] T.Colin, The Cauchy problem and
the continuous limit for the multilayer model in geophysical
fluid dynamics., SIAM Journ. for Math.
Analysis
vol. 28, 3, 516-529, mai 1997.
[A11] T.Colin and A.Soyeur, Some singular limits
for evolutionary Ginzburg-Landau equations, Asymptotic Analysis,
vol. 13, 361-372, 1996.
[A10] T.Colin et
M.I.Weinstein, On the ground states of vector nonlinear
Schrödinger equations, Annales de l'Institut Henri
Poincaré, Physique Théorique, vol. 65, 1, 57-79,
1996.
[A9] T.Colin, Remarks on an
homogeneous model of ocean circulation, Asymptotic Analysis, 12 153-168,
1996.
[A8] L. Bergé, B.
Bidégaray et T. Colin, A perturbative analysis of the
time envelope approximation in strong Langmuir turbulence,
Physica D vol. 95, 3-4, 351-379, 1996.
[A7] T.Colin,
J.M.Ghidaglia et F.Dias, On rotational effects in weakly
nonlinear water waves over finité depth, European Journal of
Mechanics, fluids, 14, No 6, 775-794, 1995.
[A6] L. Bergé et T.
Colin, A singular perturbation problem for an enveloppe
équation in plasma Physics, Physica D 84, 437-459, 1995.
[A2] T. Colin, On the
Cauchy problem for a nonlocal, nonlinear Schrödinger
equation occuring in plasma Physics, Differential and Integral
Equations, vol 6, Number 6, pp. 1431-1450, November 1993.
Notes:
[N6] R. Abgrall, T. Colin, B. Nkonga, Etude du
système de Schrödinger-Bloch
modèlisant la propagation d'un laser dans un gaz.
Notes aux Compte-rendus de l'Acad. des Sciences, t. 333,
Série I, 689-692, 2001.
[N5] T. Colin et J.-M.
Ghidaglia, Un problème mixte pour l'équation
de Korteweg-de Vries sur un intervalle borné, Notes
aux Compte-rendus de l'Acad. des Sciences, t. 324,
Série I, 599-603, 1997.
[N4] T. Colin et P.
Fabrie, Equations
de Navier-Stokes 3-D avec force de Coriolis et
viscosité verticale évanescente, Notes aux
Compte-rendus de l'Acad. des Sciences, t. 324,
Série I, 275-280, 1997.
[N3] L. Bergé et
T. Colin, Un problème de perturbation
singulière pour une équation d'enveloppe en
physique des plasmas, Notes aux Comptes Rendus de
l'Académie des Sciences, t320, Série 1,
p31-34, 1995.
[N2] T. Colin,
Effets régularisant pour des équations
dispersives obtenus par une transformée de Wigner
généralisée, C. R. Acad. Sci. Paris,
t. 317, Série I, No 7, pp. 673-676, 1993.
[P15]
M.Garbey, B.Bass, S.Berceli, C.Collet and P.Cerveri, Computational
Surgery and Dual Training: Computing, Robotic and Imaging for the
Surgery Platform, Springer Verlag, 2012, to appear.
[P14] Ch.-H. Bruneau, Th. Colin, S. Tancogne, Numerical simulations of three dimensional micro flows, proceedings ICCFD5, Seoul, 2008.
[P12] A. Colin, P. Guillot,
C.-H. Bruneau, Th. Colin, S. Tancogne, Stabilité
d’écoulements bifluides dans un microcanal, proceeding du
congrès français de mécanique 2007.
[P11] C.-H. Bruneau, T.
Colin, C. Galusinski, S. Tancogne and P. Vigneaux, Simulations of 3D
dynamics of microdroplets : a comparison of rectangular and
cylindrical channels, Proceedings of ENUMATH 2007, the 7th
European Conference on Numerical Mathematics and Advanced
Applications, Graz, Austria, September 2007. Springer,
Heidelberg, September 2008.
[P10] T. Colin, G.
Métivier, Instabilities
in Zakharov equations for laser propagation in a plasma, in
Phase space analysis of PDEs, A. Bove, F. Colombini, D. Del
Santo Ed., Progress in Nonlinear Differential equations and
their Applications 69, Birkhäuser, 2006.
[P8] M. Colin and T. Colin, Cauchy problem
and numerical simulation for a quasi-linear Zakharov system
describing laser-plasma interaction. Proceedings of the
conference on nonlinear analysis, 2004, Orlando, Nonlinear
Analysis 63 (2005) e1679-e1686.
[P7] R. Belaouard, T. Colin,
G. Gallice, C. Gallusinski
Le problème de Cauchy pour un système
modèlisant l'amortissement Landau en physique des
plasmas, séminaire X-EDP 2004.
[P6] J. Bona, T. Colin, D. Lannes, Long
wave approximations for water waves. Mathematical and numerical
aspects of wave propagation, WAVES 2003. Proceedings of the
sixth international conference on mathematical and numerical
aspects of wave propagation, Jyväskylä, Finland, 30
June - 4 July 2003. Berlin: Springer. 489-494 (2003).
[P5] W. Ben Youssef and
T. Colin, Rigorous
derivation of the Korteweg-de Vries type systems from a general
class of nonlinear hyperbolic systems, proceedings of the fifth
international conference on Mathematical and numerical aspects of wave
propagation, St Jacques de Compostel, juillet 2000, SIAM
Proceedings.
[P4] T. Colin et B.
Nkonga, Computing
oscillatory waves of nonlinear
hyperbolic systems using a phase-amplitude approach, proceedings
of the fifth international conference on Mathematical and
numerical aspects
of wave propagation, St Jacques de Compostel, juillet 2000, SIAM
Proceedings.
[P3] T. Colin et J.-M.
Ghidaglia, Un problème aux limites pour l'équation
de Korteweg-de Vries sur un intervalle borné, actes des
journées "Equations aux dérivées
partielles" Saint-Jean de Monts, exposé No III, 1997.
[P2] T. Colin, J.M.
Ghidaglia et F. Dias, On modulation of weakly nonlinear water
waves, Contempory Mathematics, AMS, vol. 200, 47-56, 1996.