Personal Data

Full name

Hugo João Reinhardt Beirão da Veiga

Publishing name

H. Beirão da Veiga

Birthday

1943-04-03T00:00:00

Academic Degrees

DOUTORAMENTO(0)

Degree date

1971

Final grade

Très Honorable

Degree granting institution

Outra

School / College / Campus

Faculdade de Ciências do Mar e do Ambiente

Thesis title

Supervisor

Co-supervisor

Scientific area

Profissional activity

Period Position Institution
De 1993... Professor Pisa University
Março de 1998 a Junho de 1998 Professor Faculty of Science, University of Lisbon
De 1990 a 1993 Professor "Accademia Nazionale dei Lincei", Roma
De 1987 a 1990 Professor Pisa university
De 1976 a 1987 Professor Trento University, Italy
De 1985 a 1986 Professor University of Wisconsin-Madison
Março de 1982 a Junho de 1982 Professor University of Minnesota-Minneapolis
Outubro de 1981 a Março de 1982 Professor University of Wisconsin-Madison
De 1971 a 1976 Professor Institute of Physics and Matematics in Lisbon
De 1972 a 1973 Visiting Professor Scuola Normale Superiore di Pisa
De 1965 a 1971 Fellow Institute Alta Cultura

Area of scientific activity

Area of scientific activity

Matemathics- Partial Differential Equations-Fluidmechanics

Specialization domain

Partial Differential Equations of the Physics Mathematics;Mechanics of the Fluids <br>

Current main scientific area

Equations of Navier-Stokes<br>

Other scientific activities

Functional Analysis

Experience as scientific advisor

A long experience in supervising young researchs, some of them are presently professors in Italian Universitys.

Participations in R&D projects

Participação em diversos projectos ao longo de muitos anos.

Awards

Year Award Awarding entity
1972 Prize Artur Malheiros, Science Mathematics Academy of Sciences in Lisbon

Publications

Artigos em revistas de circulação internacional com arbitragem científica

  • 1. “Sulla hölderianità delle soluzioni di alcune disequazioni variazionali con condizioni<br>unilaterali al bordo”, Annali di Matematica Pura ed Applicata vol. 83 (1969),<br>73–112.<br><br>2. “Régularité pour une classe d’inéquations nonlinéaires”, Comptes Rendus de l’Académie de Sciences de Paris, tome 271 (1970), 23–25.<br><br>3. “Sur la régularité des solutions de l’équation div A(x, u,\nabla u) = B(x, u,\nabla u) aves des conditions aux limites unilaterales et mêlées”, Annali di Matematica Pura ed Applicata vol. 93 (1972), 173–230.<br><br>4. “Equazioni ellittiche non lineari con ostacoli sottili. Applicazioni allo studio dei punti regolari” (joint paper with F. Conti). Annali della Scuola Normale Superiore<br>di Pisa, vol. 28 (1972), 535–562.<br><br>5. “Proprietà di sommabilità e di limitatezza per soluzioni di disequazioni variazionali ellittiche”. Rendiconti dell’Università di Padova, vol. 40 (1972), 141–171.<br><br>6. “Punti regolari per una classe di operatori ellittici nonlineari”. Ricerche di Matematica, vol. 21 (1972), 1–41.<br><br>7. “Continuité des solutions d’une inéquation parabolique” (joint paper with J.P.Dias). Comptes Rendus Academie des Sciences de Paris, tome 274 (1972),<br>192–193.<br><br>8. “Régularité des solutions d’une équation parabolique non linéaire aves des constraintes unilatérales sur la frontière” (joint paper with J.P. Dias). Annales de<br>l’Institut Fourier de Grenoble, vol. 22, 161–192.<br><br>9. “Sur l’existence et la régularité des solutions faibles d’une équation parabolique non linéaire” (joint paper with J.P. Dias). Journal für die Reine und Angewandte Mathematik, vol. 260 (1973), 181–199.<br><br>10. “Un principe de maximum pour les solutions d’une classe d’inéquations paraboliques quasi–linéaires”. Archive for Rational Mechanics and Analysis, vol. 55 (1974), 214–224.<br><br>11. “Sur quelques inéquations paraboliques”. Journal of Mathematical Analysis0 and Applications, vol. 45 (1974), 324–347.<br><br>12. “Sul problema misto per le equazioni lineari ellittiche del secondo ordine”. American<br>Journal of Mathematics 97 (1976), 973–981.<br><br>13. “Sur le comportement du maximum ponctuel des solutions de certaines problèmes paraboliques par rapport au temps”. Comptes Rendus Académie de Sciences de Paris, tome 277 (1974), 995–997.<br><br>14. “On the W2,p–regularity for solutions of mixed problems”. Journal de Math´ematiques Pures et Appliquées, vol. 53 (1974), 279–290.<br><br>15. “Sur la surjéctivité de certains opérateurs non linéaires liés aux inéquations variationelles”<br>(joint paper with J.P. Dias). Bollettino della Unione Matematica Italiana, vol. 10 (1974), 52–59.<br><br>16. “Differentiability for Green’s operators of variational inequalities and applications to the calculus of bifurcation points”. Journal of Functional Analysis, vol. 34 (1979), 72–78.<br><br>17. “A remark on the differentiability for Green’s operators of variational inequalities”. Atti della Accademia Nazionale dei Lincei, vol. 58, serie 8 (1975), 479–481.<br><br>18. “Existence of strong solutions for a class of nonlinear partial differential equations satisfying nonlinear boundary conditions”. Annali della Scuola Normale Superiore di Pisa, 3(1976), 377–404.<br><br>19. “Differentiability and bifurcation points for a class of monotone nonlinear operators”. Annali di Matematica Pura Applicata, 110 (1976), 321–333.<br><br>20. “Sul piú grande punto di biforcazione positivo per una classe di operatori potenziali non differenziabili”. Atti della Accademia Nazionale dei Lincei, serie 8, 59 (1975), 615–619.<br><br>21. “On bifurcation and asymptotic bifurcation for non differentiable potential operators and for systems of Hammerstein type”. Studies in Analysis, Advances in<br>Mathematics Supplementary Studies, vol.4, Academic Press (1979), 241–269.<br><br>22. “Bifurcation dans des espaces de Banach pour une couple d’opérateurs non différentiables àl’origine”. Comptes Rendus Académie des Sciences de Paris tome 283 (1976), serie A, 329–331.<br><br>23. “Existence et détermination du premier point de bifurcation pour des couples d’opérateurs non diérantiables àl’origine”, Annali di Matematica Pura ed Applicata 119 (1979), 379–390.<br><br>24. “Esistenza e calcolo del primo punto di biforcazione asintotica per una coppia di operatori potenziali non differenziabili all’infnito”. Bollettino della Unione Matematica Italiana, vol. 15–B (1978), 566–575.<br><br>25. “Inhomogeneous evolution equations in Banach space with bounded variation data”. Nonlinear Analysis:TMA, vol. 3 (1979), 249–259.<br><br>26. “On the motion of a non homogeneous ideal incompressible fluid in a external force field” (joint paper with A. Valli). Rendiconti del Seminario Matematico<br>dell’Università di Padova, vol. 59 (1978), 117–145.<br><br>27. “On the Euler equations for non–homogeneous fluids (I)” (joint paper with A.10 Valli). Rendiconti del Seminario Matematico dell’Università di Padova, 63 (1980), 151–168.<br><br>28. “On the Euler equations for non–homogeneous fluids (II)” (joint paper with A. Valli). J. Math. Analysis Applications, 73 (1980), 338–350.<br><br>29. “On an Euler type equation in hydrodynamics”. Annali di Matematica Pura ed Applicata, 125 (1980), 279–295.<br><br>30. “Existence of C&#8734; solutions of the Euler equations for non–homogeneous fluids” (joint paper with A. Valli). Communications in Partial Differential Equations, vol. 5 (1980), 95–107.<br><br>31. “Un théorème d’existence dans la dynamique des fluids compressibles”. Comptes Rendus Academie des Sciences de Paris, tome 289 serie B (1979), 297–299.<br><br>32. “On the barotropic motion of compressible perfect fluids”. Annali Scuola Normale Superiore di Pisa, vol. 8 (1981), 317–351.<br><br>33. “On the motion of nonhomogeneous fluids in presence of diffusion” (joint paper with R. Serapioni and A. Valli). Journal of Mathematical Analysis and Applications, vol. 85 (1982), 179–191.<br><br>34. “Homogeneous and non–homogeneous boundary value problems for first order linear hyperbolic systems arising in fluid–mechanics” (Part I). Communications in Partial Differential Equations, vol. 7 (1982), 1135–1149.<br><br>35. “Homogeneous and non–homogeneous boundary value problems for first order linear hyperbolic systems arising in fluid–mechanics” (Part II). Communications in Partial Differential Equations, vol. 8 (1983), 407–432.<br><br>36. “On the solutions in the large of the two dimensional flow of a non–viscous incompressible fluid”. Journal of Differential Equations, vol. 54 (1984), 373–389.<br><br>37. “Diffusion on viscous fluids. Existence and asymptotic properties of solutions”. Annali Scuola Normale Superiore di Pisa, vol. 10 (1983), 341–355.<br><br>38. “On the suitable weak solutions to the Navier–Stokes equations in the whole space; Journal de Mathématiques Pures et Appliquées, vol. 64 (1985), 77–86.<br><br>39. “On the suitable weak solutions of the Navier–Stokes equations via a general approximation theorem”. Journal de Mathématiques Pures et Appliquées,<br>vol. 64 (1985), 321–334.<br><br>40. “Local energy inequality and singular set of weak solutions of the boundary non–homogeneous Navier–Stokes problem”, in the volume “Current Topics in Partial<br>Differential Equations”, Kinokuniya, Tokyo 1986, dedicated to Professor S. Mizohata in occasion of his sixtieth anniversary.<br><br>41. “On the stationary motion of granulated media”. Rendiconti del Seminario Matematico dell’Università di Padova, vol. 77 (1987), 243–253.11<br><br>42. “Existence and asymptotic behaviour for strong solutions of the Navier–Stokes equations in the whole space”. Indiana University Math. Journal, vol. 36 (1987), 149–166.<br><br>43. “Lp–stability for the strong solutions of the Navier–Stokes equations in the whole space” (joint paper with P. Secchi). Archive for Rational Mechanics and Analysis, vol. 98 (1987), 65–69.<br><br>44. “Stationary motion and the incompressible limit for compressible viscous flows”. Houston J. of Mathematics, vol. 13 (1987), 527–544.<br><br>45. “An Lp–theory for the n–dimensional, stationary compressible, Navier–Stokes equations, and the incompressible limit for compressible fluids. The equilibrium solutions”. Communications in Mathematical Physics, vol. 109 (1987), 229–248.<br><br>46. “On a stationary transport equations”. Ann. Univ. Ferrara, vol. 32 (1986), 79–91.<br><br>47. “Existence results in Sobolev spaces for a stationary transport equation”. Ricerche di Matematica, vol. 36 (1987) – Supplemento in ricordo di C. Miranda, pag. 173–184.<br><br>48. “Boundary–value problems for a class of first order partial differential equations in Sobolev spaces and applications to the Euler flow”. Rend. Sem. Mat. Univ.<br>Padova, vol. 79 (1988), 247–273.<br><br>49. “Kato’s perturbation theory and well-posedness for the Euler equations in bounded domains”. Archive Rational Mechanics and Analysis, vol. 104 (1988), 367–382.<br><br>50. “An well–posedness theorem for non–homogeneous inviscid fluids via a perturbation theorem”. J. Diff. Equations, vol. 78 (1989), 308–319.<br><br>51. “Long time behaviour for one dimensional motion of a general barotropic viscous fluid”. Archive Rat. Mech. Analysis, vol. 108 (1989), 141–160.<br><br>52. “The stability of one dimensional stationary flows of compressible viscous fluids”. Annales de l’Institut Henri Poincaré, Analyse non lineaire, vol. 7 (1990),259–268.<br><br>53. “Attracting properties for one dimensional flows of a general barotropic viscous fluid. Periodic solutions”. Annali Mat. Pura Applicata, vol. 161 (1992),153–165.<br><br>54. “Periodic solutions for a class of autonomous Hamiltonian systems”. Rendiconti Sem. Mat. Univ. Padova, vol. 83 (1990), 183–192.<br><br>55. “On the existence theorem for the barotropic motion of a compressible inviscid fluid in the half–space”, Annali Mat. Pura Applicata, vol. 163 (1993), 265–289.<br><br>56. “Data dependence in the mathematical theory of compressible inviscid fluids”,12 Arch. Rat. Mech. Analysis, vol. 119 (1992), 109–127.<br><br>57. Perturbation theory and well–posedness in Hadamard’s sense of hyperbolic initial–boundary value problems”, Nonlinear Analysis: TMA, vol. 22 (1994), 1285–1308.<br><br>58. “Perturbation theorems for linear hyperbolic mixed problems and applications to the Euler compressible equations”, Communications on Pure Applied Mathematics vol. 46 (1993), 221–259.<br><br>59. “Structural stability and data dependence for fully nonlinear hyperbolic problems”, Arch. Rat. Mech. Analysis, vol. 120 (1992), 51–60.<br><br>60. “The initial–boundary value problem for the non–barotropic compressible Euler equations: structural–stability and data dependence”, Ann. Inst. H. Poincaré,<br>Anal. non lineaire, vol. 11 (1994), 297–311.<br><br>61. “On the singular limit for slightly compressible fluids”, Calc. Var., vol. 2 (1994),<br>205–218.<br><br>62. “On the existence of branches of time–periodic solutions to the nonlinear vibrating string equation”, Nodea, vol. 1 (1994), 125–148.<br><br>63. “On the sharp singular limit for slightly compressible fluids”, Math. Methods Appl. Sciences, 18 (1995), 295–306.<br><br>64. “Singular limits in fluid dynamics”, Rend. Sem. Mat. Univ. Padova, 94 (1995), 55–69.<br><br>65. “Singular limits in compressible fluid dynamics”, Arch. Rat. Mech. Analysis, 128 (1994), 317–327.<br><br>66. “On the periodic solutions to the Kirchhoff-Bernstein nonlinear wave equation”, Atti Sem. Mat. Fis. Univ. Modena, 44 (1996), 295–301.<br><br>67. “Remarks on the flow of holes and electrons in crystalline semiconductors”, in Navier–Stokes Equations and Related Nonlinear Problems”, A. Sequeira Ed., Plenum–<br>Press (1995), 291–306.<br><br>68. “On some diffusion equations in semiconductor theory”, C.R. Acad. Sci. Paris, t. 320, serie I (1995), 1193–1197.<br><br>69. “On the semiconductor drift diffusion equations”, Diff. Int. Equations, 9 (1996), 729–744.<br><br>70. “Long time behaviour of the solutions to the Navier–Stokes equations with diffusion”,Nonlinear Analysis: TMA, 27 (1996), 1229–1239.<br><br>71. “Concerning the regularity problem for the solutions of the Navier–Stokes equations”, C.R. Acad. Sc. Paris, t. 321, serie I, (1995), 405–408.<br><br>72. “A new regularity class for the Navier–Stokes Equations in IRn”, Chinese Annals of Math., 16 B: 4(1995), 1–6.13<br><br>73. “A new approach to the L2–regularity theorems for linear stationary nonhomogeneous Stokes systems”, Portugalie Math., 54 (1997), 271–286.<br><br>74. Remarks on the smoothness of the L&#8734;(0, T;L3) solutions to the Navier–Stokes equations”, Portugalie Math., 54 (1997), 381–391.<br><br>75. “Concerning the regularity of the solutions to the Navier–Stokes equations via the truncation method; Part I”, Diff. Int. Equations, 10 (1997), 1149–1156.<br><br>76. “Concerning the regularity of the solutions to the Navier–Stokes equations via the truncation method; Part II”, in “Équations aux Derivées Partielles et Applications”, Articles dédiés `a J.–L. Lions, Gauthier–Villars, Paris (1998), 127–138.<br><br>77. “A suffcient condition on the pressure for the regularity of weak solutions to the Navier–Stokes equations”, Journal of Math. Fluid Mechanics, 2 (2000), 99–<br>106.<br><br>78. “On the smoothness of a class of weak solutions to the Navier-Stokes equations”, Journal of Math. Fluid Mechanics, 2 (2000), 315-323.<br><br>79. “On the regularizing effect of the vorticity direction in incompressible viscous flows”, (joint paper with L.C. Berselli),Diff. Int. Equations, 15 (2002), 345- 356.<br><br>80. “On the existence of strong solutions to a coupled fluid-structure evolution problem”, Journal of Math. Fluid Mechanics, 6 (2004), 21–52.<br><br>81. “Vorticity and smoothness in viscous flows”, in Nonlinear Problems in Mathematical Physics and Related Topics, in Honor of O.A. Ladyzhenskaya, International<br>Mathematical Series, Vol.2, Kluwer Academic, London (2002), 61-67.<br><br>82. “Developable surfaces as generators of the isobaric solutions to the Euler equations”, Journal of Math. Fluid Mechanics, 20 (2004), 1–9.<br><br>83. “Regularity of solutions to a non homogeneous boundary value problem for general Stokes systems in IRn”, Math. Annalen, (2004).<br><br>84. “Regularity for Stokes and generalized Stokes systems under non homogeneous slip type boundary conditions”, Advances in Differential Equations, 9, (2004), no.9-10, 1079-1114.<br><br>85. “On the regularity of flows with Ladyzhenskaya shear dependent viscosity and slip and non-slip boundary conditions”, Communications Pure Applied Mathematics,<br>57 (2004), 1-26.<br><br>86. “On the regularity of flows with Ladyzhenskaya shear dependent viscosity and slip and non-slip boundary conditions. Part II: The evolution problem”.<br><br>87. “On time-periodic solutions of the Navier-Stokes equations in unbounded cylindrical domains. Leray’s problem for periodic flows ”, preprint. 14<br><br>88. “Direction of vorticity and regularity for solutions to some boundary value problems for the evolution Navier-Stokes equations”, preprint.15<br><br>

Artigos em revistas de circulação internacional com arbitragem científica


  • 1. \Sulla holderianita delle soluzioni di alcune disequazioni variazionali con condizioni
    unilaterali al bordo", Annali di Matematica Pura ed Applicata vol. 83 (1969),
    73{112.
    2. \Regularite pour une classe d'inequations nonlineaires", Comptes Rendus de
    l'Academie de Sciences de Paris, tome 271 (1970), 23{25.
    3. \Sur la regularite des solutions de l'equation div A(x; u;ru) = B(x; u;ru) aves
    des conditions aux limites unilaterales et m^elees", Annali di Matematica Pura
    ed Applicata vol. 93 (1972), 173{230.
    4. \Equazioni ellittiche non lineari con ostacoli sottili. Applicazioni allo studio dei
    punti regolari" (joint paper with F. Conti). Annali della Scuola Normale Superiore
    di Pisa, vol. 28 (1972), 535{562.
    5. \Proprieta di sommabilita e di limitatezza per soluzioni di disequazioni variazionali
    ellittiche". Rendiconti dell'Universita di Padova, vol. 40 (1972), 141{171.
    6. \Punti regolari per una classe di operatori ellittici nonlineari". Ricerche di
    Matematica, vol. 21 (1972), 1{41.
    7. \Continuite des solutions d'une inequation parabolique" (joint paper with J.P.
    Dias). Comptes Rendus Academie des Sciences de Paris, tome 274 (1972),
    192{193.
    8. \Regularite des solutions d'une equation parabolique non lineaire aves des constraintes
    unilaterales sur la frontiere" (joint paper with J.P. Dias). Annales de
    l'Institut Fourier de Grenoble, vol. 22 (1972), 161{192.
    9. \Sur l'existence et la regularite des solutions faibles d'une equation parabolique non
    12
    lineaire" (joint paper with J.P. Dias). Journal fur die Reine und Angewandte
    Mathematik, vol. 260 (1973), 181{199.
    10. \Un principe de maximum pour les solutions d'une classe d'inequations paraboliques
    quasi{lineaires". Archive for Rational Mechanics and Analysis, vol. 55
    (1974), 214{224.
    11. \Sur quelques inequations paraboliques". Journal of Mathematical Analysis
    and Applications, vol. 45 (1974), 324{347.
    12. \Sul problema misto per le equazioni lineari ellittiche del secondo ordine". American
    Journal of Mathematics 97 (1976), 973{981.
    13. \Sur le comportement du maximum ponctuel des solutions de certaines problemes
    paraboliques par rapport au temps". Comptes Rendus Academie de Sciences
    de Paris, tome 277 (1974), 995{997.
    14. \On theW2;p{regularity for solutions of mixed problems". Journal de Mathematiques
    Pures et Appliquees, vol. 53 (1974), 279{290.
    15. \Sur la surjectivite de certains operateurs non lineaires lies aux inequations variationelles"
    (joint paper with J.P. Dias). Bollettino della Unione Matematica
    Italiana, vol. 10 (1974), 52{59.
    16. \Dierentiability for Green's operators of variational inequalities and applications
    to the calculus of bifurcation points". Journal of Functional Analysis, vol. 34
    (1979), 72{78.
    17. \A remark on the dierentiability for Green's operators of variational inequalities".
    Atti della Accademia Nazionale dei Lincei, vol. 58, serie 8 (1975), 479{481.
    18. \Existence of strong solutions for a class of nonlinear partial dierential equations
    satisfying nonlinear boundary conditions". Annali della Scuola Normale Superiore
    di Pisa, 3(1976), 377{404.
    19. \Dierentiability and bifurcation points for a class of monotone nonlinear operators".
    Annali di Matematica Pura Applicata, 110 (1976), 321{333.
    20. \Sul piu grande punto di biforcazione positivo per una classe di operatori potenziali
    non dierenziabili". Atti della Accademia Nazionale dei Lincei, serie 8, 59
    (1975), 615{619.
    21. \On bifurcation and asymptotic bifurcation for non dierentiable potential operators
    and for systems of Hammerstein type". Studies in Analysis, Advances in
    Mathematics Supplementary Studies, vol.4, Academic Press (1979), 241{269.
    22. \Bifurcation dans des espaces de Banach pour une couple d'operateurs non dierentiables
    al'origine". Comptes Rendus Academie des Sciences de Paris tome
    283 (1976), serie A, 329{331.
    23. \Existence et determination du premier point de bifurcation pour des couples
    13
    d'operateurs non dierantiables a l'origine", Annali di Matematica Pura ed
    Applicata 119 (1979), 379{390.
    24. \Esistenza e calcolo del primo punto di biforcazione asintotica per una coppia di
    operatori potenziali non dierenziabili all'innito". Bollettino della Unione
    Matematica Italiana, vol. 15{B (1978), 566{575.
    25. \Inhomogeneous evolution equations in Banach space with bounded variation data".
    Nonlinear Analysis:TMA, vol. 3 (1979), 249{259.
    26. \On the motion of a non homogeneous ideal incompressible
    uid in a external
    force eld" (joint paper with A. Valli). Rendiconti del Seminario Matematico
    dell'Universita di Padova, vol. 59 (1978), 117{145.
    27. \On the Euler equations for non{homogeneous
    uids (I)" (joint paper with A.
    Valli). Rendiconti del Seminario Matematico dell'Universita di Padova,
    63 (1980), 151{168.
    28. \On the Euler equations for non{homogeneous
    uids (II)" (joint paper with A.
    Valli). J. Math. Analysis Applications, 73 (1980), 338{350.
    29. \On an Euler type equation in hydrodynamics". Annali di Matematica Pura
    ed Applicata, 125 (1980), 279{295.
    30. \Existence of C1 solutions of the Euler equations for non{homogeneous
    uids"
    (joint paper with A. Valli). Communications in Partial Dierential Equations,
    vol. 5 (1980), 95{107.
    31. \Un theoreme d'existence dans la dynamique des
    uids compressibles". Comptes
    Rendus Academie des Sciences de Paris, tome 289 serie B (1979), 297{299.
    32. \On the barotropic motion of compressible perfect
    uids". Annali Scuola Normale
    Superiore di Pisa, vol. 8 (1981), 317{351.
    33. \On the motion of nonhomogeneous
    uids in presence of diusion" (joint paper
    with R. Serapioni and A. Valli). Journal of Mathematical Analysis and Applications,
    vol. 85 (1982), 179{191.
    34. \Homogeneous and non{homogeneous boundary value problems for rst order linear
    hyperbolic systems arising in
    uid{mechanics" (Part I). Communications in
    Partial Dierential Equations, vol. 7 (1982), 1135{1149.
    35. \Homogeneous and non{homogeneous boundary value problems for rst order linear
    hyperbolic systems arising in
    uid{mechanics" (Part II). Communications in
    Partial Dierential Equations, vol. 8 (1983), 407{432.
    36. \On the solutions in the large of the two{dimensional
    ow of a non{viscous incompressible

    uid". Journal of Dierential Equations, vol. 54 (1984), 373{389.
    37. \Diusion on viscous
    uids. Existence and asymptotic properties of solutions".
    Annali Scuola Normale Superiore di Pisa, vol. 10 (1983), 341{355.
    14
    38. \On the suitable weak solutions to the Navier{Stokes equations in the whole space;
    Journal de Mathematiques Pures et Appliquees, vol. 64 (1985), 77{86.
    39. \On the suitable weak solutions of the Navier{Stokes equations via a general approximation
    theorem". Journal de Mathematiques Pures et Appliquees,
    vol. 64 (1985), 321{334.
    40. \Local energy inequality and singular set of weak solutions of the boundary non{
    homogeneous Navier{Stokes problem", in the volume \Current Topics in Partial
    Dierential Equations", Kinokuniya, Tokyo 1986, dedicated to Professor S.
    Mizohata in occasion of his sixtieth anniversary.
    41. \On the stationary motion of granulated media". Rendiconti del Seminario
    Matematico dell'Universita di Padova, vol. 77 (1987), 243{253.
    42. \Existence and asymptotic behaviour for strong solutions of the Navier{Stokes
    equations in the whole space". Indiana University Math. Journal, vol. 36
    (1987), 149{166.
    43. \Lp{stability for the strong solutions of the Navier{Stokes equations in the whole
    space" (joint paper with P. Secchi). Archive for Rational Mechanics and
    Analysis, vol. 98 (1987), 65{69.
    44. \Stationary motion and the incompressible limit for compressible viscous
    ows".
    Houston J. of Mathematics, vol. 13 (1987), 527{544.
    45. \An Lp{theory for the n{dimensional, stationary compressible, Navier{Stokes equations,
    and the incompressible limit for compressible
    uids. The equilibrium solutions".
    Communications in Mathematical Physics, vol. 109 (1987), 229{248.
    46. \On a stationary transport equations". Ann. Univ. Ferrara, vol. 32 (1986),
    79{91.
    47. \Existence results in Sobolev spaces for a stationary transport equation". Ricerche
    di Matematica, vol. 36 (1987) { Supplemento in ricordo di C. Miranda, pag.
    173{184.
    48. \Boundary{value problems for a class of rst order partial dierential equations in
    Sobolev spaces and applications to the Euler
    ow". Rend. Sem. Mat. Univ.
    Padova, vol. 79 (1988), 247{273.
    49. \Kato's perturbation theory and well-posedness for the Euler equations in bounded
    domains". Archive Rational Mechanics and Analysis, vol. 104 (1988), 367{
    382.
    50. \An well{posedness theorem for non{homogeneous inviscid
    uids via a perturbation
    theorem". J. Di. Equations, vol. 78 (1989), 308{319.
    51. \Long time behaviour for one dimensional motion of a general barotropic viscous

    uid". Archive Rat. Mech. Analysis, vol. 108 (1989), 141{160.
    15
    52. \The stability of one dimensional stationary
    ows of compressible viscous
    uids".
    Annales de l'Institut Henri Poincare, Analyse non lineaire, vol. 7 (1990),
    259{268.
    53. \Attracting properties for one dimensional
    ows of a general barotropic viscous

    uid. Periodic solutions". Annali Mat. Pura Applicata, vol. 161 (1992),
    153{165.
    54. \Periodic solutions for a class of autonomous Hamiltonian systems". Rendiconti
    Sem. Mat. Univ. Padova, vol. 83 (1990), 183{192.
    55. \On the existence theorem for the barotropic motion of a compressible inviscid
    uid
    in the half{space", Annali Mat. Pura Applicata, vol. 163 (1993), 265{289.
    56. \Data dependence in the mathematical theory of compressible inviscid
    uids",
    Arch. Rat. Mech. Analysis, vol. 119 (1992), 109{127.
    57. Perturbation theory and well{posedness in Hadamard's sense of hyperbolic initial{
    boundary value problems", Nonlinear Analysis: TMA, vol. 22 (1994), 1285{
    1308.
    58. \Perturbation theorems for linear hyperbolic mixed problems and applications to
    the Euler compressible equations", Communications on Pure Applied Mathematics
    vol. 46 (1993), 221{259.
    59. \Structural stability and data dependence for fully nonlinear hyperbolic problems",
    Arch. Rat. Mech. Analysis, vol. 120 (1992), 51{60.
    60. \The initial{boundary value problem for the non{barotropic compressible Euler
    equations: structural{stability and data dependence", Ann. Inst. H. Poincare,
    Anal. non lineaire, vol. 11 (1994), 297{311.
    61. \On the singular limit for slightly compressible
    uids", Calc. Var., vol. 2 (1994),
    205{218.
    62. \On the existence of branches of time{periodic solutions to the nonlinear vibrating
    string equation", Nodea, vol. 1 (1994), 125{148.
    63. \On the sharp singular limit for slightly compressible
    uids", Math. Methods
    Appl. Sciences, 18 (1995), 295{306.
    64. \Singular limits in
    uid dynamics", Rend. Sem. Mat. Univ. Padova, 94
    (1995), 55{69.
    65. \Singular limits in compressible
    uid dynamics", Arch. Rat. Mech. Analysis,
    128 (1994), 317{327.
    66. \On the periodic solutions to the Kirchho{Bernstein nonlinear wave equation",
    Atti Sem. Mat. Fis. Univ. Modena, 44 (1996), 295{301.
    67. \Remarks on the
    ow of holes and electrons in crystalline semiconductors", in
    Navier{Stokes Equations and Related Nonlinear Problems", A. Sequeira Ed., Plenum{
    16
    Press (1995), 291{306.
    68. \On some diusion equations in semiconductor theory", C.R. Acad. Sci. Paris,
    t. 320, serie I (1995), 1193{1197.
    69. \On the semiconductor drift diusion equations", Di. Int. Equations, 9 (1996),
    729{744.
    70. \Long time behaviour of the solutions to the Navier{Stokes equations with diusion",
    Nonlinear Analysis: TMA, 27 (1996), 1229{1239.
    71. \Concerning the regularity problem for the solutions of the Navier{Stokes equations",
    C.R. Acad. Sc. Paris, t. 321, serie I, (1995), 405{408.
    72. \A new regularity class for the Navier{Stokes Equations in IRn", Chinese Annals
    of Math., 16 B: 4(1995), 1{6.
    73. \A new approach to the L2{regularity theorems for linear stationary nonhomogeneous
    Stokes systems", Portugalie Math., 54 (1997), 271{286.
    74. Remarks on the smoothness of the L1(0; T;L3) solutions to the Navier{Stokes
    equations", Portugalie Math., 54 (1997), 381{391.
    75. \Concerning the regularity of the solutions to the Navier{Stokes equations via the
    truncation method; Part I", Di. Int. Equations, 10 (1997), 1149{1156.
    76. \Concerning the regularity of the solutions to the Navier{Stokes equations via
    the truncation method; Part II", in \Equations aux Derivees Partielles et
    Applications", Articles dedies a J.{L. Lions, Gauthier{Villars, Paris (1998), 127{
    138.
    77. \A sucient condition on the pressure for the regularity of weak solutions to the
    Navier{Stokes equations", Journal of Math. Fluid Mechanics, 2 (2000), 99{
    106.
    78. \On the smoothness of a class of weak solutions to the Navier-Stokes equations",
    Journal of Math. Fluid Mechanics, 2 (2000), 315-323.
    79. \On the regularizing eect of the vorticity direction in incompressible viscous

    ows", (joint paper with L.C. Berselli),Di. Int. Equations, 15 (2002), 345-
    356.
    80. \On the existence of strong solutions to a coupled
    uid-structure evolution problem",
    Journal of Math. Fluid Mechanics, 6 (2004), 21{52.
    81. \Vorticity and smoothness in viscous
    ows", in Nonlinear Problems in Mathematical
    Physics and Related Topics, in Honor of O.A. Ladyzhenskaya, International
    Mathematical Series, Vol.2, Kluwer Academic, London (2002), 61-67.
    82. \Developable surfaces as generators of the isobaric solutions to the Euler equations",
    Journal of Math. Fluid Mechanics, 6 (2004), 430{438.
    17
    83. \Regularity of solutions to a non homogeneous boundary value problem for general
    Stokes systems in IRn
    +", Math. Annalen, 331 (2005), 203-217.
    84. \Regularity for Stokes and generalized Stokes systems under non homogeneous slip
    type boundary conditions", Advances in Dierential Equations, 9, (2004),
    no.9-10, 1079-1114.
    85. \On the regularity of
    ows with Ladyzhenskaya shear dependent viscosity and slip
    and non-slip boundary conditions", Communications Pure Applied Mathematics,
    58 (2005), 552-577.
    86. \Time-periodic solutions of the Navier-Stokes equations in unbounded cylindrical
    domains. Leray's problem for periodic
    ows ", Archive Rational Mechanics
    and Analysis, 178 (2005), 301-325.
    87. \Concerning time-periodic solutions of the Navier-Stokes equations in cylindrical
    domains under Navier boundary conditions", J. Partial Dierential Equations
    19,(2006), 369-376.
    88. \Vorticity and regularity for viscous incompressible
    ows under the Dirichlet boundary
    condition. Results and related open problems", Journal of Math. Fluid
    Mechanics, 9 (2007), 506-516.
    89. \Vorticity and regularity for
    ows under the Navier boundary condition", Comm.
    Pure Applied Analysis, 5 (2006), 907-918.
    90. \Remarks on the Navier-Stokes equations under slip type boundary conditions with
    linear friction", Portugaliae Math.,64 (2007), 377-387.
    91. \Navier-Stokes equations with shear thickening viscosity. Regularity up to the
    boundary", Journal of Math. Fluid Mechanics, 11 (2009), 233-257.
    92. \Navier-Stokes equations with shear thinning viscosity. Regularity up to the boundary",
    Journal of Math. Fluid Mechanics, 11 (2009), 258-273.
    93. \On the Ladyzhenskaya-Smagorinsky turbulence model of the Navier-Stokes equations
    in smooth domains. The regularity problem", J. Eur. Math. Soc., 11
    (2009), 127-167.
    94. \Concerning the Ladyzhenskaya-Smagorinsky turbulence model of the Navier-Stokes
    equations.", Comptes Rendus Acad. Sc. Paris, 345, issue 5, September 2007,
    249-252.
    95. \Navier-Stokes equations: Green's matrices, vorticity direction, and regularity up
    to the boundary", (joint paper with L.C. Berselli),J. Di. Equations, 246 (2009),
    597-628.
    96. \On non-Newtonian p-
    uids. The pseudo-plastic case", Journal Math. Anal.
    Appl., 344(2008), 175-185.
    97. \Turbulence models, p??
    uid
    ows and W2; l regularity of solutions", Comm.
    18
    Pure Applied Analysis, 8 (2009), 769-783.
    98. \On the global regularity of shear-thinning
    ows in smooth domains", J. Math.
    Anal. Appl. 349 (2009), 335-360.
    99. \A review on some contributions to perturbation theory, singular limits and wellposedness",
    Journal Math. Anal. Appl., 352 (2009), 271-292.
    100. \On the global integrability, for any nite power, of the full gradient for a class
    of generalized power law models, p < 2 ", Advances in Mathematical Fluid
    Mechanics, (2010), 37-42, R.Rannacher, A. Sequeira (eds.), Springer-Verlag Berlin
    Heidelberg, 2010.
    101. \On the sharp vanishing viscosity limit of viscous incompressible
    uid
    ows",
    Kazhikhov's Memorial Volume: New Directions in Mathematical Fluid Mechanics,
    book series Advances in Mathematical Fluid Mechanics, 113-122, Birkhauser
    Verlag Basel, 2009.
    102. \Boundary regularity of shear thickening
    ows", (joint paper with Kaplicky, P. and
    Ruzicka, M.),J. Math. Fluid Mech., 13 (2011), 387-404.
    103. \Sharp inviscid limit results under Navier type boundary conditions. An Lp theory",
    (joint paper with F. Crispo), J. Math. Fluid Mech., 12 (2010), 397-411.
    104. \A challenging open problem: The inviscid limit under slip-type boundary conditions".
    Special volume dedicated to Prof. Solonnikov -Discrete and Continuous
    Dynamical Systems Series S,Vol.3, Number 2, June 2010, p.p. 231-236.
    105. \Concerning the Wk;p(
    ) -inviscid limit for 3-D
    ows under a slip boundary condition",
    (joint paper with F. Crispo), J. Math. Fluid Mech., 13 (2011), 117-135.
    106. \Regularity theorems, up to the boundary, for shear-thickening
    ows", (joint paper
    with Kaplicky, P. and Ruzicka, M.), Comptes Rendus Acad. Sc. Paris, Ser.1,
    348 (2010), 541-544.
    107. \Reducing slip boundary value problems from the half to the whole space. Applications
    to inviscid limits and to non-Newtonian
    uids", (joint paper with F. Crispo
    and C.R. Grisanti), J. Math. Anal. Appl., 377 (2011), 216-227.
    108. \On the global regularity for nonlinear systems of the p-Laplacian type", (joint
    paper with F. Crispo ), Discrete and Continuous Dynamical Systems Series
    S,6 (2013), 1173-1191. arXiv:1008.3262v1 [math.AP] 19 Aug 2010.
    109. \The 3-D inviscid limit result under slip boundary conditions. A negative answer",
    (joint paper with F. Crispo), J. Math. Fluid Mech., 14 (2012), 55-59.
    110. \A missed persistence property for the Euler equations, and its eect on inviscid
    limits", (joint paper with F. Crispo ), Nonlinearity, 25 (2012) 1661-1669.doi:
    10.1088/0951-7715/25/6/1661. arXiv:1011.1117v2 [math.AP] 5 Nov 2010.
    111. \On the global W2; q regularity for nonlinear systems of the p??Laplacian type in
    19
    n space variables", (joint paper with F. Crispo ), Nonlinear Analysis-TMA, 75
    (2012), 4346-4354. DOI: 10.1016/j.na.2012.03.021
    112. \Direction of vorticity and regularity up to the boundary: On the Lipschitzcontinuous
    case", J. Math. Fluid Mech., 15 (2013), 55-63. DOI: 10.1007/s00021-
    012-0099-9.
    113. \Viscous incompressible
    ows under stress-free boundary conditions. The smoothness
    eect of near orthogonality or near parallelism between velocity and vorticity",
    Bollettino UMI, (9) V (2012), 225-232.
    114. \On the global regularity for singular p-systems under non-homogeneous Dirichlet
    boundary conditions", J. Math. Anal. Appl., 398 (2013) 527-533. doi:
    10.1016/j.jmaa.2012.08.058.
    115. \On nonlinear potential theory, and regular boundary points, for the p-Laplacian in
    N space variables, Adv. Nonlinear Anal., 3(2014), 45-67. DOI: 10.1515/anona-
    2013-0036.
    116. \Direction of vorticity and smoothness of viscous
    uid
    ows subjected to boundary
    constraints", Acta Applicandae Mathematicae, DOI 10.1007/s10440-014-9891-
    2.
    117. \ Concerning the existence of classical solutions to the Stokes system. On the
    minimal assumptions problem.", J. Math. Fluid Mech., 16 (2014), 539-550.
    DOI: 10.1007/s00021-014-0170-9.
    118. \ On a family of results concerning direction of vorticity and regularity for the
    Navier-Stokes equations.", Annal. Univ. Ferrara, DOI 10.1007/s11565-014-
    0206-3.
    119. \ On singular parabolic p-Laplacian systems under non-smooth external forces.
    Regularity up to the boundary.", Proc. St. Petersburg Math. Soc., Vol.XV:
    Advances in Mathematical Analysis of Partial Di. Equations, AMS
    Transl. Series 2- Vol. 232 (2014), pp. 1-10.
    120. \ An overview on classical solutions to 2??D Euler equations and to elliptic boundary
    value problems", in "Recent Progress in the Theory of the Euler and Navier-
    Stokes Equations", London Math. Soc. Lecture Notes, Edited by J. C.
    Robinson, J. L. Rodrigo, W. Sadowski, and A. V. Lopez (forthcoming).
    121. \On some regularity results for the stationary Stokes system, and the 2??D Euler
    equations", Portugaliae Math., accepted.
    122. \Elliptic boundary value problems in spaces of continuous functions", to appear in
    a special volume of DCDS Series S.

Communications

Comunicações orais por convite



ACCEPTED INVITATIONS AS MAIN SPEAKER IN INTERNATIONAL
MEETINGS:

{ Lecture at the III Jornadas Mattematicas Hispano{Lusitanas, Seville, April 1974.
{ \Recenti Sviluppi ed Applicazioni della Teoria delle Disequazioni Variazionali",
Erice (Sicily) May 1975.
{ \Nato Advances Study Institute on Nonlinear Operators", Bruxelles, September
1975.
{ Workshop on \Recent Advances on the Theory of Evolution Equations". International
Centre for Theoretical Physics, Miramare (Trieste) November 1979.
{ \Nonlinear Functional Analysis and Partial Dierential Equations", Oberwolfach,
December 1979.
{ Annual meeting of the Italian \National Group for Functional Analysis and Applications"
(GNAFA), Rimini, September 1980.
{ \Modelli in Meccanica dei Fluidi: Aspetti di Analisi Funzionale e Numerica", Politecnico
di Torino, January 1981.
{ Cycle of seminars at the \Specialization School on Physics", Physics Inst., Bologna
Univ., April 1984.
{ Cycle of lectures at the Scuola Internazionale Superiore di Studi Avanzati, Miramare
(Trieste), May 1984.
{ \Autumn Course on Semigroups: Theory and Applications", International Center
for Theoretical Physics, Trieste, December 1984.
4
{ Cycle of lectures at the Scuola Internazionale Superiore di Studi Avanzati, Miramare
(Trieste), March 1985.
{ \Dynamical Problems in Continuum Physics", Institute for Mathematics and
its Applications, Univ. of Minnesota, Minneapolis, June 1985.
{ \Calculus of Variations and Partial Dierential Equations" (meeting in honour of
Prof. Hans Lewy), International Center for the Math. Research (CIRM), Trento,
May 1986.
{ Conference at the workshop \Fluidynamics", Sc. Norm. Sup. Pisa, May 1987.
{ \Advanced Topics in the Theory of Dynamical Systems", International Center for
the Math. Research (CIRM), Trento, June 1987.
{ \Nonlinear Hyperbolic Equations in Applied Sciences", Institute for Scientic Interchange,
Turin, June 1987.
{ \International Conference in memory of Guido Stampacchia", Italian Science Research
Council (CNR), San Luca's Academy, Rome, 1988.
{ \The Navier{Stokes Equations: Theory and Numerical Methods", Oberwolfach,
September 1990.
{ \Conference on Nonlinear Partial Dierential Equations", Univ. Padova, April
1990.
{ \Mathematical Modelling in Continuum Mechanics", Math. Inst. Charles University
in Prague, Prague, August 1990.
{ Conference at the workshop \PDE and Continuum Mechanics", Trento, June 1991.
{ \The Navier{Stokes Equations: Theory and Numerical Methods", Oberwolfach,
August 1991.
{ \Meeting on Partial Dierential Equations", Accademia Sinica, Peking, September
1991.
{ \Fourth International Conference on Hyperbolic Problems", Taormina (Italy)
April 3{8 1992.
{ \International Conference on Nonlinear Evolution Problems", at the IAC{CNR,
Rome, June 1992.
{ RIMS Symposium on \Mathematical Analysis of Phenomena in Fluid and Plasma
Dynamics", Kyoto, October 22{24, 1992.
{ \Mathematical Analysis and Fluidmechanics", Nara (Japan) October 26{28, 1992.
{ \Equations aux Derivees Partielles et Applications", Ecole Normale Superieure,
Paris, March 29{April 1, 1993.
{ \Cycle of lectures at the CMAF, Univ. Lisbon, by invitation of the Calouste
Gulbenkian Foundation, Lisbon June{July 1993.
5
{ Cycle of lectures at the graduate School \Hyperbolische Dierentialgleichungen{
Theory and Numerik", Inst. Math., Rhein{Westf. Univ. Aachen (Eringerfeld),
October 1993.
{ \Colloquium \Fortschritte in der Kontinuums{Mechanik" (meeting in honour of
Prof. V.A. Solonnikov), Paderborn, October 1993.
{ \Third Int. Conf. on Navier{Stokes Equations and related Nonlinear Problems",
Madeira, May 1994.
{ \Fifth Int. Colloquium on Di. Equations", Plovdiv (Bulgaria) August 1994.
{ \Giornate di Studio su Problemi Iperbolici", Politecnico di Milano, Ottobre 1994.
{ International Conference on Nonlinear Evolution Equations", Shangai, June 12{
17, 1995.
{ EQUADIFF 95, Lisbon, July 24{29, 1995.
{ \International Colloquium", Ferrara, October 23{24, 1995.
{ \Evolutionary Problems for Dynamical Systems", Trento, October 4{6, 1995.
{ \Sixth Int. Conf. on Navier{Stokes Equations and Related Topics", Palanga (Lituania),
May 1997.
{ \V Incontro Nazionale sulle Eq. Iperboliche; IPERAQ 97", L'Aquila, November
1997.
{ \Recent Advances in Partial Di. Eq.", on the 20th anniversary of Guido Stampacchia's
death, Rome, May 1998.
{ International Conference on Partial Dierential Equations Theory and Numerical
Solutions, \PDE Prague 98", Prague, August 1998.
{ \Conference on Dynamical Systems and Evolutionary Equations", in honor of Jack
K. Hale, Lisbon, November 23{28, 1998.
{ \Topics in Mathematical Fluid Mechanics", Capo Miseno, Naples, May, 2000.
{ \Contemporary Challenges in Applied Fluid Mechanics", Capo Miseno, Naples,
May-June 2001.
{ \Fourth European Conference on Elliptic and Parabolic Problems", Rolduc, Holland,
June 2001.
{ \Regularity in Partial Dierential Equations", CMAF Lisbon, November 2001.
{ \Encontro Nacional da Sociedade Portuguesa de Matematica 2002", Coimbra,
February 2002.
{ \Cardiovascular System: from Mathematical Modelling to Clinical Applications",
Politecnico di Milano, March 2002.
{ \International Conference-IMPA 50 Years", IMPA (Rio de Janeiro), June 2002.
{ \Navier-Stokes Equations and Applications" (NSEC 8), in honor of O.A. Ladyzhenskaya,
V.A.Steklov Institute of Mathematics (Russian Acad. of Sciences) and
6
Euler International Mathematical Institute, St.Petersburg, September 2002.
{ RIMS Symposium on \Wave Phenomena and Asymptotic Analysis",Kyoto, Japan,
November 2002.
{ \Journees a la memoire de Guido Stampacchia", Laboratoire J.-L. Lions, Paris,
March 2003.
{ \Variational Analysis and Applications", in memory of G. Stampacchia and J.-L.
Lions, Erice,Sicily, June 2003.
{ \Workshop on Navier-Stokes Equations", on the 70th. birthday of V.A. Solonnikov,
Paderborn, Germany, July 2003.
{ International Meeting \Directions in Partial Dierential Equations", in occasion of
70th of V.A. Solonnikov, Ferrara, November 2003.
{ Workshop \Navier-Stokes Equations and Related Topics", in occasion of 65th of H.
Sohr, Paderborn, February 2004.
{ \Fifth European Conference on Elliptic and Parabolic problems: A Special tribute
to the Work of Haim Brezis", Gaeta, Italy, May-June 2004.
{ \Conference in honour of Jo~ao Paulo Dias on his 60.th birthday", Lisbon, September
2004.
{ International Conference\Partial Dierential Equations in Mathematical Physics",
Levico Trento, Italy, October 2004.
{ "Abschluss Kolloquium Graduiertenkolleg "Nichtlineare Dierentialgleichungen: Modellierung,
Theory, Numerik, Visualisierung", Freiburg, Germany, November 2004.
{ \Kyoto Conference on the Navier-Stokes Equations and their Applications", Research
Institute for Mathematical Sciences{Kyoto University, Kyoto, January 6{
10, 2006.
{ \III International Conference onMathematical Fluid Mechanics and Applications",Evora,
Portugal, June 15{17, 2006.
{ International Conference "Mathematical Fluid Mechanics", Estoril, Portugal,
May 21{25, 2007.
{ International Conference " Mathematical Hydrodynamics: Euler Equations and
Related Topics, EEC-300" (dedicated to 300th birthday of Leonard Euler). Euler
International Mathematical Institute and Petersburg Department of the Steklov
Mathematical Institute. St.-Petersburg, RUSSIA, June 7{9, 2007 .
{ International Conference \Mathematical Fluid Mechanics and Applications", Evora,
Portugal, June 2008.
{ International Conference\Mathematical Fluid Dynamics", Darmstadt, Germany,
September 2008.
7
{ \Navier-Stokes Equations: Classical and Generalized Models", Centro di Ricerca
Matematica \E. De Giorgi" (Sc. Normale Sup. Pisa), Pisa, September 2008.
{ \Workshop on Navier-Stokes Equations 2009", RWT-Aachen University, Aachen,
Germany, June 2009.
{ 8th International Conference\Mathematical Aspects of Hydrodynamics", Mathematisches
Forschungsinstitut Oberwolfach, Oberwolfach, Germany, July 2009.
{ International Conference on Dynamical Systems, Dierential Equations and Applications,
Special session \Navier-Stokes Equations and Related Problems",Dresden,
Germany, May 2010.
{ \Vorticity, Rotation and Symmetry (II){ Regularity of Fluid Motion", CIRM (LUMINY),
May 23-27, 2011.
{ \International Conference on Mathematical Fluid Mechanics and Biomedical Applications",
Azores, Portugal, May 31- June 4, 2011.
{ \Workshop on Navier Stokes Equations 2011", RWT-Aachen University, Aachen,
Germany, June 14-17, 2011.
{ \PDEs in Mathematical Physics and their Numerical Approximation". International
Center for the Math. Research (CIRM), Levico Terme (Trento),
September 2011.
{ \Advances in Mathematical Analysis of Partial Dierential Equations", Institut
Mittag-Leer, from the Royal Swedish Academy of Sciences), Stockholm, Sweden,
9-13 July 2012. On the 90th anniversary of Olga A. Ladyzhenskaya.
{ \Parabolic and Navier Stokes Equations", Mathematical Research Center, from the
Polish Academy of Sciences Bedlewo, Poland, September 2-8, 2012.
{ \International Winter School on Mathematical Fluid Dynamics". International
Center for the Math. Research (CIRM), Levico Terme (Trento), December
2012.
{ \International Conference on the Mathematical Fluid Dynamics", on the occasion
of Prof. Y. Shibata 60th birthday, Nara Japan, March 5-9, 2013.
{ International Conference \ The Navier-Stokes Equations in Venice", organized by
the University of Warwick, Venice, April 8-12, 2013.
{ \Workshop on Navier Stokes Equations 2013", RWT-Aachen University, Aachen,
Germany, May 21-24, 2013.
{ \International Conference onWaves and Stability in Continuous Media"WASCOM
XVII, Levico Terme (Trento), Giugno 2013.
{ \Fluid Dynamics and Electromagnetism: Theory and Numerical Approximation",
on the occasion of Professors P. Secchi and A. Valli 60th birthday, Levico Terme
(Trento), June 3-6, 2014.
8
{ \Progress in Nonlinear Partial Dierential Equations", on the occasion of Professors
N.N. Uraltseva and V.A. Solonnikov 80th birthday, Lisbon, May 29-31, 2014.
{ \Classical Problems and New Trends in Mathematical Fluid Dynamics", Ferrara
(Italy), September 29 October 3, 2014, on the occasion of Konstantin Pileckas, 60th
birthday.
{ International Conference \AMFM-2014, Advanced in Mathematical Fluid Mechanics{
Stochastic and Deterministic Methods", Lisbon, June 30-July 5, 2014.
{ \CICAM-7, Seventh China-Italy Colloquium on Applied Mathematics ", Palermo-
Italy, September 8-11, 2014.
{ \Global dynamics in evolutionary PDEs", Warsaw, April 17-18, 2015, on the occasion
of Grzegorz Lukaszewicz's 60th birthday.
{ \International Conference on Dierential and Dierence Equations and Applications",
Amadora, Portugal, May 18 - 22, 2015.
{ \XVIII International Conference on Waves and Stability in Continuous Media"
(WASCOM), Cetraro (Cosenza, Italy), June 1-5 2015.
{ \Colloquium to celebrate the 50. anniversary of the defense of Herbert Amann's
PhD thesis", Freiburg (DE), July 2, 2015.
{ \Mathematical Fluid Mechanics. Old Problems, New Trends", Bedlewo (PL), August
30- September 5, 2015, on the occasion of Wojciech Zajaczkowski's 70th birthday.


INVITED LECTURES and SEMINARS (ACCEPTED INVITATIONS)
NOT INCLUDED IN THE PREVIOUS SECTION:

{ Fac. Sc. Univ. Paris VI, May 1971.
{ Sc. Norm. Sup. Pisa, 5 lectures, 1972{73.
{ Lab. Analisi Numerica CNR, Univ. Pavia, Jan. 1973.
{ Fac. Sc. Univ. Paris VI, Feb. 1974.
{ Lab. Analisi Numerica CNR, Univ. Pavia, Feb. 1994.
{ Fac. Sc. Univ. Rome, 2 lectures, Dec. 1974.
{ Fac. Sc. Univ. Genova, March 1975.
{ Fac. Sc. Univ. Genova, June 1976.
{ Fac. Sc. Univ. Trento, June 1976.
{ Sc. Norm. Sup. Pisa, Feb. 1977.
{ Math. Dept. Univ. Paris{Nord, Oct. 1978.
9
{ Math. Dept. Univ. Innsbruck, Nov. 1978.
{ Lab. Analyse Numerique, Univ. Paris VI, June 1979.
{ Lab. Analisi Numerica, Univ. Pavia, Jan. 1980.
{ Fac. Sc. Univ. Milan, May 1980.
{ Sc. Norm. Sup. Pisa, 2 lectures, May 1980.
{ Math. Dept., Univ. Bonn, July 1980.
{ Lab. Analisi Numerica CNR, Univ. Pavia, April 1981.
{ Centro di Analisi Globale, Univ. Florence, May 1981.
{ Fac. Sc., Univ. Paris{Orsay, June 1981.
{ Math. Dept., Chicago Univ., Oct. 1981.
{ Math. Dept., Univ. Wisconsin{Madison, Nov. 1981.
{ Math. Dept., Brown Univ. (Providence), Feb. 1982.
{ Dept. Math. and Statistics, Univ. of Massachussets (Amherst), Feb, 1982.
{ Courant Inst. of Math. Sciences (New York), Feb. 1982.
{ Dept. Math., Purdue Univ. (Indiana), March 1982.
{ School of Math., Univ. of Minnesota{Minneapolis, April 1982.
{ School of Math., Univ. of Minnesota{Minneapolis, May 1982.
{ Math. Dept., Univ. Florence, Nov. 1982.
{ Math. Dept., Univ. Rome I, Dec. 1982.
{ Sc. Norm. Sup. Pisa, Feb. 1983.
{ Math. Dept., Univ. Florence, Feb. 1983.
{ Math. Dept., Univ. Rome I, Dec. 1983.
{ Math. Dept., Univ. Rome I, Jan. 1984.
{ Physic Dept., Bologna Univ. (cycle of conferences), April 1984.
{ Ph. D. Course at the International School for Advanced Studies (SISSA),
Trieste, May 1984.
{ Ecole Normale Superieure, Paris, Oct. 1984.
{ Fac. Sc., Univ. Paris{Nord, Oct. 1984.
{ Ist. Analisi Numerica CNR, Univ. Pavia, Nov. 1984.
{ Ph. D. Course at the \International School for Advances Studies" (SISSA),
Trieste, March 1985.
{ MRC and Math. Dept. Seminar, Univ. Wisconsin{Madison, Sept. 1985.
{ MRC and Math. Dept. Seminar, Univ. Wisconsin{Madison, Oct. 1985.
{ School of Math., Univ. of Minnesota{Minneapolis, Oct. 1985.
{ Courant Inst. of Math. Sciences (New York), Nov. 1985.
{ Fac. Ing., Univ. Florence, Feb. 1986.
{ Fac. Sc., Milan Univ., April 1986.
10
{ Fac. Sc., Univ. Rome I, May 1986.
{ Ist. Appl. Math., Pisa Univ., Jan. 1987.
{ Istituto per le Applicazioni del Calcolo, Rome, April 1987.
{ Cycle of seminars at the \Half{year program on Evolution Equations", Math.
Dept. and Sc. Normale Sup. Pisa, May 1987.
{ Inst. Applied Math., Univ. Pisa, May 1987.
{ Fac. Sc., Univ. Paris VI, Jan. 1988.
{ Math. Institute, Bonn Univ., June 1988.
{ Inst. Applied Math., Univ. Florence, March 1989.
{ Fac. Sc., Univ. Rome I, March 1989.
{ Math. Inst., L'Aquila Univ., March 1989.
{ Instituto Sup. Tecnico (Lisbona), March 1991.
{ Courant Inst. of Math. Sciences (New York), March 1991.
{ Institute for Advanced Study (Princeton), March 1991.
{ Fac. Sc. Univ. Rome I, April 1991.
{ College de France (Paris), April 1991.
{ Conferences at the Academia Sinica (Peking), September 1991.
{ Xian Jiaotong University, Xi'an, September 1991.
{ LOMI, Steklov Mathematical Institute of the Accademy of Science (S. Petersburg),
September 1992.
{ \Osaka Electric Communications University", Osaka, October 1992.
{ Math. Department, Univ. of Trento, March 1993.
{ Math. Department, IST, Lisbon, March 1993.
{ Math. Department, Univ. of Coimbra (Portugal), March 1993.
{ CMAF, Univ. Lisbon, June 1995.
{ Mathematics Dept., Univ. Trento, December 1995.
{ CMAF, Univ. Lisbon, February 1996.
{ Humboldt{Universitat zu Berlin, Institut fur Mathematik, June 1997.
{ Department of Mathematics { IST, Lisbon, July 1997.
{ Department of Mathematics, Univ. Ferrara, March 2001.
{ CMAF, Lisbon University, January 2004.
{ Math. Department, Florence University, Mai 2004.
{ Math. Department, IST, Lisbon, Febbruary 2005.
{ CMAF, Lisbon University, Febbruary 2005.
{ Nara University, Nara, Japan, February 2006. Lab. Analyse Numerique, Univ.
Paris VI, Pierre et Marie Curie, February, 2006.
{ CMAF, Faculty of Science, Lisbon University, June 2006.
11
{ Math. Department, Univ. of Brescia, April 2008.
{ Oxford Centre for Nonlinear PDE, April 24, May 1 2008.
{ Academia das Ci^encias de Lisboa, July 16, 2009.
{ CMAF, Univ. Lisbon, February 18, 2010.
{ CMAF, Univ. Lisbon, December 2, 2010.
{ Mathematical Department, Univ. Roma "La Sapienza", Febbruary 9, 2011.
{ CMAF, Univ. Lisbon, April 7, 2011.
{ LOMI, Steklov Mathematical Institute of the Academy of Science (S. Petersburg),
May 2012.