PUBLICATIONS 1989-2001

Livres :
  1. Calculus of Variations, Homogenization and Continuum Mechanics (Proceeding),
    G. Bouchitté & G. Buttazzo & P. Suquet,
    World Scientific 1994, Series in Advances in Mathematics for Applied Sciences, Vol 18.
Articles :

Choisissez votre année : 2003-2005, 2002, 2001, 2000, 1999, 1998, 1997, 1996, 1995, ->1994


Publications 2002 
  1. "Internal wave resonances in strain flows".
    S. Leblanc.
    A paraitre au Journal of Fluid Mechanics.

    2.  
  2. Tubularity and Asymptotic Convergence of Penalty Trajectories in Convex Programming.
    T. Champion.
    SIAM J. on Optimization, vol. 13, 1 (2002), 212 -- 227.

    3.  
  3. It on the existence of weak solutions to steady compressible Navier-Stokes equations when the density is not square integrable.
    A. Novotny et S. Novo.
    A paraitre dans J. Math. Kyoto Univ.

    4.  
  4. Homogenization of a soft elastic material reinforced by fibers.
    G.BOUCHITTE, M.BELLIEUD.
    A paraitre dans Asymptotic Analysis.

    5.  
  5. Bounds for the effective coefficients of homogenized low dimensional structures.
    BOUCHITTE, G. BUTTAZZO , FRAGALA I.
    J.Mat.Pures Appliquéees, 81 (2002) 453-469.

    6.  
  6. The calibration method for the Mumford-Shah functional and free-discontinuity problems.
    G. ALBERTI , G. G.BOUCHITTE, G. DAL MASO.
    A paraitre dans Calc. Var. and PDE.

    7.  
  7. Optimal design of stratified media.
    BOUCHITTE G., ROUBICEK T.
    Adv. Math. Sci. Appl. , Vol.12, 1 (2002), 135--150.

    8.  
  8. Relaxation of variational problems under trace constraint. Journal of Non Linear Analysis.
    G.BOUCHITTE , I.FONSECA , L.MASCARENHAS.
    T.M.A. 49 (2002), 221--246.

    9.  
  9. Closure of the set of diffusion functionals with respect to the Mosco convergence.
    M. CAMAR-EDDINE, P. SEPPECHER.
    Math. Models and Meth. in Appl. Sci. , 12 (8), (2002), 1153--1176.

Publications 2001
  1. Low frequency scattering by a set of parallel metallic rods,
    G. Bouchitte, D. Felbacq
    Mathematical and numerical aspects of wave propagation (Santiago de Compostela, 2000), 226--230, SIAM, Philadelphia, PA (2000).
     
  2. Regularization of a set function-application to integral representation,
    G. Bouchitté, M. Bellieud
    Contributions in honor of the memory of Ennio De Giorgi . Ricerche Mat. 49 (2000), suppl., 79--93.
     
  3. Characterization of optimal shapes and masses through Monge-Kantorovich equation.
    G. Bouchitté, G. Buttazzo
    J. Eur. Math. Soc. (JEMS) 3 (2001), no. 2, 139--168.
     
  4. Acoustic excitation of vortex instabilities.
    S. Leblanc
    Phys. Fluids 13, 3496-3499 (2001)
     
  5. Zonal approach to centrifugal, elliptic and hyperbolic instabilities in Stuart vortices with system rotation.
    F.S. Godeferd, C. Cambon, S. Leblanc
    J. Fluid Mech. 449, 1-37 (2001)
     
  6. Convergence of Sobolev spaces on varying manifolds.
    G. Bouchitté,G. Buttazzo, Giuseppe, Fragalà, Ilaria
    J. Geom. Anal. 11 (2001), no. 3, 399--422
     
  7. Homogenization of thin structures by two-scale method with respect to measures.
    G. Bouchitté, Fragalà, Ilaria
    SIAM J. Math. Anal. 32 (2001), no. 6, 1198--1226
     
  8. Line Tension Effect upon Static Wetting
    P. Seppecher
    Oil and Gas Science and Technology- Rev. IFP, vol 56, No. 1, 77-81, (2001).
     
  9. Locking materials and the topology of optimal shapes
    F. Golay, P. Seppecher
    Eur. J. Mech. A/Solids 20, 631-644, 2001.
     
  10. Non-local interactions resulting from the homogenization of a linear diffusive medium
    M. Camar-Eddine, P. Seppecher
    C.R.Acad.Sci., t. 332, sérieI, 485-490, 2001.
     
  11. "Some semilinear elliptic equations with singularities at the boundary" Proceeding du colloque de Moscou, 1999.
    Marie-Françoise Bidaut-Véron & Laurent Vivier.
    Functional differential equations, vol 8, 2001.

    12.  
  12. Estimates of Oseen kernels in weighted $L^p$-spaces.
    A. Novotny , S. Kracmar, M. Pokorny, J. Math. Soc.
    Japan 53(1) (2001), 59-111.
    Convergence to equilibria for compressible Navier-Stokes equations with large data Annali di Matematica Pura ed Applicata CLXXIX (IV) (2001), 263-287.

    13.  
  13. Some notes to the transport equation and to the Green formula.
    A. Novotny, S. Novo, M. Pokorny, Rend. Sem. Mat.
    Univ. Padova 106 (2001), 65-76.

    14.  
  14. Physically reasonable solutions to steady compressible Navier-Stokes equations in 2d exterior domains with nonzero velocity at infinity.
    A. Novotny et P. Dutto, J. Math.
    Fluid Mech. 3 (2001), 99-138.

    15.  
  15. On the existence of globally defined weak solutions to the Navier-Stokes equations.
    A. Novotny, E. Feireisl, H. Petzeltova, J. Math.
    Fluid Mech. 3 (2001), 358-392.
     

Publications 2000
  1. Convergence of an approximation scheme for computing motions with curvature dependent velocities,
    L. Vivier
    J. Differential and Integral Equations 13 (10-12), 1263-1288 (2000).
     
  2. Effets non locaux dans le passage 3d-1d en élasticité linéarisée anisotrope hétérogène,
    F. Murat, A. Sili,
    C. R. Acad. Sci. Paris,t. 330, série I, 745- 750 (2000).
     
  3. Regular approximation of free-discontinuity problems,
    G. Bouchitté, C. Dubs, P. Seppecher
    Math. Models Methods Appl. Sci. 10 (2000), no. 7, 1073--1097.
     
  4. Destabilization of a vortex by acoustic waves,
    S. Leblanc
    J. Fluid Mech. 414, 315-337 (2000)
     
  5. On the stability of vortices in an ideal gas,
    S. Leblanc, A. Le Duc & L. Le Penven
    In Vortex Structures and Dynamics (ed. A. Maurel and P. Petitjeans), pp. 205-220, Springer (2000).
     
  6. Second-gradient theory : application to Cahn-Hilliard fluids,
    P. Seppecher
    In Continuum Thermomechanics : The Art and Science of Modeling Matter's Behaviour, KLUWER (Dordrecht), G.A. Maugin et al. (eds.), pp. 43-54, (2000).

    7.  
  7. "An elliptic semilinear equation with source term involving boundary meassures: the subcritical case".
    Marie-Françoise Bidaut-Véron & Laurent Vivier.
    Revista matematica iberoamericana, vol 16 n° 3, 2000.

    8.  
  8. The fundamental solutions of a modified Oseen problem.
    A. Novotny, Farwig, M. Pokorny, Zeitschrift.
    ur Analysis und ihre Anwendungen 19(3) (2000), 713-728.

    9.  
  9. Three-dimensional steady flow of viscoelastic fluid past an obstacle.
    A. Novotny , M. Pokorny, J. Math.
    Fluid Mech. 2 (2000), 294 - 314.

    10.  
  10. Stabilisation of weak solutions to compressible Navier-Stokes equations.
    A. Novotny, I. Straskraba, J. Math.
    Kyoto Univ. 40(2)(2000), 217-245.

Publications 1999
  1. Asymptotic behavior of the solutions of monotone problems in flat cylinders,
    A. Sili,
    Asymptotic Analysis, 19 (1999), 19-33.
     
  2. Comportement asymptotique des solutions du système de l'élasticité linéarisée anisotrope hétérogène dans des cylindres minces,
    F. Murat, A. Sili,
    C. R. Acad. Sci. Paris,t. 328, série I, (1999), 179-184.
     
  3. Functions with respect to a measure and relaxation of metric integral functionnals,
    G. Belltini,G. Bouchitté, I. Fragala
    J. Convex Analysis,  Vol. 6 (1999), 2, 349-366.
     
  4. The calibration method for the Mumford-Shah functional,
    G. Alberti, G. Bouchitté, G. Dal Maso
    CRAS I, 329, pp 249-254 (1999).
     
  5. A note on Rayleigh stability criterion for compressible flows,
    A. Le Duc, S. Leblanc
    Phys. Fluids 11, 3563-3566 (1999).

    6.  
  6. Steady motion of viscoelastic fluids in threedimensional exterior domains; existence, uniqueness and asymptotic behaviour.
    A. Novotny, A. Sequeira, J. Videman, Arch.
    Rat. Mech. Anal. 149 (1999), 46-97.

Publications 1998
  1. Homogénéisation de problèmes elliptiques dégénérés,
    M. Bellieud, G. Bouchitté,
    CR. Acad.Sci., t.327 , Série I, p.787-792, 1998.
     
  2. A Global Method for Relaxation,
    G. Bouchitté, I. Fonseca , L. Mascarenhas,
    Archive for Rational Mechanics and Analysis, 145(1), pp. 51-98 11/1998
     
  3. Relaxation of Multiple Integrals Below the Growth Exponent,
    G. Bouchitté , I. Fonseca, J. Maly,
    Proccedings Roy Soc. Edinburgh. , 128A, pp.463-479,1998.
     
  4. Phase Transition with the Line-Tension Effect,
    Giovanni Alberti, Guy Bouchitté, Pierre Seppecher,
    Archive for Rational Mechanics and Analysis, 144 (1), pp 1-46 (1998).
     
  5. Homogenization of elliptic problems in a fiber reinforced structure. Nonlocal effects,
    M. Bellieud, G. Bouchitté,
    Ann. Scuola Norm. Sup Pisa Cl. Sci(4) Vol XXVI (1998), pp. 407-436.
     
  6. A Lagrange Multiplier Theorem for Control Problems with State Constraints
    J.J. Alibert, J.P.Raymond,
    Numerical Functional Analysis and Optimization - Vol. 19 (Numero 7 et 8) (1998), pp. 697-704.

    7.  
  7. Steady compressible Navier-Stokes equations with large potential forces via a method of decomposition.
    A. Novotny, K. Pileckas, Math. Meth.
    Appl. Sci. 21 (1998), 665-684.

    8.  
  8. On steady transport equation, in Advanced Topics in Theoretical Fluid Mechanics, eds.
    Malek, Necas, Rokyta, A. Novotny.
    Pitman Research Notes in Mathematics 32 (1998), 118-146.

Publications 1997
  1. Homogenization of a set of parallel fibers, Waves in Random Media,
    G. Bouchitté & D. Feldback,
    Vol. 7, 2 (1997), p. 1-12.
     
  2. Non Uniform Integrability and Generalized Young Measures ,
    G.Bouchitté & J.J Alibert,
    Journal of Convex Analysis 4 (1997), p. 1-19.
     
  3. Energies with respect to a Measure and Applications to Low Dimensional Structures,
    G. Bouchitté, G. Buttazzo & P. Seppecher,
    Calc. Var. 5 (1997), p.37-54
     
  4. Edge Contact Forces and Quasi-Balanced Power,
    F. Dell'isola & P. Seppecher,
    Meccanica, 32, p. 33-52,1997.
     
  5. Shape Optimisation Solution via Monge-Kantorovich Equation,
    G. Bouchitté & G. Buttazzo & P. Seppecher,
    C.R.Acad.Sci. Paris, t.324, Série I, p. 1185-1191, 1997.
     
  6. Un résultat d'homogénéisation pour un matériau élastique renforcé périodiquement par des fibres élastiques de très grande rigidité,
    C. Pideri & P. Seppecher,
    C.R.Acad.Sci. Paris, t. 324, Série IIb, p. 475-481, 1997.
     
  7. A second gradient material resulting from the homogenization of an heterogeneous linear elastic medium,
    C. Pideri & P. Seppecher,
    Continuum Mech.and Thermodyn.,9, p. 241-257, 1997.
     
  8. Mean curvature of a measure and related variational problems,
    G. Bouchitté , G. Buttazzo , I. Fragala,
    Ann. Scuola Norm. Sup. Pisa. Cl. Sci. (4) XXV (1997), pp.179-196.
     
  9. Boundary Control of Semilinear Elliptic Equations with Discontinuous Leading Coefficients and Unbounded Controls,
    J.J. Alibert, J.P.Raymond,
    Numerical Functional Analysis and Optimization - Vol. 18 (Numero 3 et 4) (1997), pp. 235-250.

Publications 1996
 
  1. Transitions de phases avec un potentiel dégénéré à l' infini, application à l' équilibre des petites gouttes ,
    G. Bouchitté, C. Dubs & P. Seppecher,
    C.R.Acad.Sci. Paris, Série I, t. 323, p.1103-1108, 1996.
     
  2. Relaxation of bulk and interfacial energies,
    C.Barosso & G.Bouchitté & G.Buttazzo & I.Fonseca,
    Arch. Rational Mech. Anal., 135 (1996) , p. 107-173.
     
  3. A numerical study of a moving contact line in Cahn-Hilliard theory
    P. Seppecher,
    nt. J. Engng. Sci. Vol 34., No 9, p. 977-992, 1996.
     
  4. Homogénéisation de problèmes elliptiques en présence de fibres de grandes conductivité,
    M. Bellieud & G. Bouchitté,
    C.R.Acad.Sci. Paris, t.323, Série I, p.1135-1140 (1996).
     
  5. Singular Perturbations and Homogenization in Stratified Media,
    G. Bouchitté & C. Picard,
    Applicable Analysis, Vol. 61, p.307-341 (1996)

Publications 1995
  1. Boundary effects in phase transitions,
    G. Alberti, G. Bouchitté & P. Seppecher,
    De Gruyter Publishers ( Berlin) 1995.
     
  2. Relaxation results for some free discontinuity problems,
    G. Bouchitté & A. Braides & G. Buttazzo,
    J. Reine Agew Math, 458, p. 1-18, 1995.
     
  3. The relationship between edge contact forces and intersticial working allowed by the principle of virtual power,
    F.dell'Isola & P.Seppecher,
    C.R.Acad.Sci. Paris, t. 321, série IIb, p. 303-308, 1995.
     
  4. Radius and surface tension of microscopic bubbles by second gradient theory,
    F.dell'Isola & H.Gouin & P.Seppecher,
    C.R.Acad.Sci, t. 320, Série IIb, p. 211-216, 1995.



Publications avant 1994 >

Publications avant 1994
  1. On the concepts of a perfectly conducting metal and that of a perfectly thin screen,
    G. Bouchitté & R. Petit,
    Radio-Science 24 (1) p13-26, January-February 1989.
     
  2. Etude des conditions aux limites en théorie du second gradient : cas de la capillarité,
    P. Seppecher,
    C.R.Acad.Sci. Paris, t. 309, Série II, p. 497-502, 1989.
     
  3. Singular perturbations of variational problems arising from a two phases transition model,
    G. Bouchitté,
    Journal of Applied Maths and Optimization , 21, p.289-314, 1990.
     
  4. Analyse limite de la diffraction d' ondes électromagnétiques par une structure mince,
    G. Bouchitté,
    C.R.Acad.Sci. Paris , 311, Série II (Optique), p.51-56, 1990.
     
  5. New lower semicontinuity results for non convex functionals defined on measures,
    G. Bouchitté & G. Buttazzo,
    Journal of Nonlinear Analysis, Vol 15, 7, p.679-692, 1990 .
     
  6. Sur la propriété de non confluence des solutions d'une équation différentielle stochastique à coefficients non lipschitziens,
    K. Bahlahli,
    C.R.Acad.Sci. Paris, t310, Série I, p.445-447, 1990.
     
  7. Homogénéisation de frontière pour la modélisation du contact entre un corps déformable non linéaire et un corps rigide,
    G. Bouchitté & A. Lidouh & P. Suquet,
    C.R.Acad.Sci. Paris, 313, Série I, p.967-972, 1991.
     
  8. Integral Representation of Nonconvex Functionals Defined on Measures,
    G. Bouchitté & G. Buttazzo,
    Annales de l'Institut H. Poincaré, Analyse Non Linéaire, 9, 101-117, 1992.
     
  9. Problèmes aux limites non linéaires à données mesures,
    G. Bouchitté & M. Mabrouk,
    Comptes rendus du Séminaire d'Analyse Non Linéaire de Besancon, 1992.
     
  10. An example of quasiconvex function that is not polyconvex in two dimensions,
    J. J. Alibert & B. Dacorogna,
    Arch. Rational. Mech. Anal. 117 (1992), p.155-166.
     
  11. Relaxation for a Class of Nonconvex Functionals Defined on Measures,
    G. Bouchitté & G. Buttazzo,
    Annales de l'Institut H. Poincaré, Analyse Non Linéaire, 10, n 3, 1993.
     
  12. Equilibrium of a Cahn and Hilliard fluid on a wall: Influence of the wetting properties of the fluid upon the stability of a thin liquid film,
    P. Seppecher
    European Journal of Mechanics B/Fluids, 12, n°1, p. 69-84, 1993.
     
  13. Integral representation and relaxation of convex local functionals on BV (W),
    G. Bouchitté & G.Dal Maso,
    Annales de l'Ecole Normale Supérieure de Pise, Série IV, Vol XX, Fasc4, 1993.
     
  14. Cahn and Hilliard fluid on an oscillating boundary,
    G. Bouchitté & P. Seppecher,
    Surface tension and movement by mean curvature, De Gruyter, Berlin, p. 23-42, 1994.
     
  15. Un résultat de perturbations singulières avec la norme H1/2,
    G. Alberti & G. Bouchitté & P. Seppecher,
    C.R.Acad.Sci. Paris, t. 319, Série I, p. 333-338, 1994.

 
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