BIOGRAFIKO SHMEIWMA EKPAIDEUSH AKADHMAIKES JESEIS EREUNHTIKH PERIOQH: ERGASIES. Tm ma Majhmatik n Panepist mio Kr thc Hrˆkleio, Kr th - PDF

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BIOGRAFIKO SHMEIWMA Onomatep numo GEWRGIOS KOSIWRHS Tm ma Majhmatik n Panepist mio Kr thc Hrˆkleio, Kr th Tìpoc kað qrìnoc gènnhshc: Aj na, 1962 EKPAIDEUSH 1991 PhD se Efarmosmèna Majhmatikˆ, Division

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BIOGRAFIKO SHMEIWMA Onomatep numo GEWRGIOS KOSIWRHS Tm ma Majhmatik n Panepist mio Kr thc Hrˆkleio, Kr th Tìpoc kað qrìnoc gènnhshc: Aj na, 1962 EKPAIDEUSH 1991 PhD se Efarmosmèna Majhmatikˆ, Division of Appl. Mathematics, Brown University MSc se Efarmosmèna Majhmatikˆ, Division of Appl. Mathematics, Brown University DÐplwma NauphgoÔ Mhqanolìgou MhqanikoÔ, Ejnikì Metsìbio PoluteqneÐo. AKADHMAIKES JESEIS Ianouˆrioc Anaplhrwt c Kajhght c, Tm ma Majhmatik n, Pan/mio Kr thc. Ianouˆrioc Dekèmbrioc 2001 EpÐkouroc Kajhght c, Tm ma Majhmatik n, Pan/mio Kr thc. Mˆrtioc Dekèmbrioc 1996 Epist mwn P.D. 407/1980, Tm ma Majhmatik n, Panepist mio Kr thc Septèmbrioc Ianouˆrioc 1994 Epist mwn P.D. 407/1980, Tm ma Majhmatik n, Panepist mio Kr thc Septèmbrioc AÔgoustoc 1993 Zeev Nehari Visiting Assistant Professor, Department of Mathematics, Carnegie Mellon University Septèmbrioc AÔgoustoc 1990 Teaching/Research Assistant, Division of Applied Mathematics, Brown University, Providence, USA. Septèmbrioc AÔgoustoc 1987 University Fellow, Division of Applied Mathematics, Brown University, Providence, USA. EREUNHTIKH PERIOQH: Diaforikèc exis seic me merikèc parag gouc kai efarmogèc. ERGASIES 1. Series expansions of solutions of plane elliptic partial differential equations in domains of arbitrary shape, (me G.A. AjanasoÔlh) Applicable Analysis 27, (1988), Formation of singularities for viscosity solutions of Hamilton-Jacobi equations in one space variable, Comm. P.D.E 18 (1993), Formation of singularities for viscosity solutions of Hamilton-Jacobi equations in higher dimensions, Comm. P.D.E 18 (1993), 4. Generalized motion by mean curvature with Neumann conditions and the Allen-Cahn model for phase transitions (me M. Katsoulakis kai F. Reitich) J. Geometric Analysis 5 (1995) no 2., Semi-local classification of geometric singularities for Hamilton-Jacobi equations, (me S. Izumiya) J. Diff. Equations 118 (1995) Geometric singularities for solutions of single conservation laws (me S. Izumiya) Arch. Rat. Mech. Anal. 139 (1997), no. 3, Classification of singularities for viscosity solutions of Hamilton - Jacobi equations (me S. Izumiya) Banach Center Publ., 33 (1996), Polish Acad. Sci. 8. Realization theorems for geometric singularities for Hamilton - Jacobi equations (me S. Izumiya) Comm. Anal. Geom. 5 (1997), no. 3, Bifurcations of shock waves for viscosity solutions of Hamilton-Jacobi equations of one space variable., (me S. Izumiya) Bull. Sci. Math, 121 (1997), Convergence and error estimates for relaxation schemes for multidimensional conservation laws (me M. Katsoulˆkh kai Q. Makridˆkh), Comm. PDES. 24 (1999), no. 3-4, Finite volume schemes for Hamilton - Jacobi equations (me touc Q. Makridˆkh kai P. E. SouganÐdh), Num. Math. 83 (1999) 3, Computation of high frequency fields near caustics (me touc J. KatsaoÔnh kai G.N. Makrˆkh) Math. Models Methods Appl. Sci., Vo. 11 (2001) no. 2, Multivalued Solutions to the Eikonal Equation in Stratified Media (me touc S. Izumiya kai G.N. Makrˆkh) Quart. Appl. Math. 59 (2001),no. 2, Geometrical optics and viscosity solutions (me A.-P. Blanc kai G.N. Makrakis), in Numerical Methods for Viscosity Solutions, M. Falcone, Ch. Makridakis (eds), Series on Advances in Mathematics for Applied Sciences - Vol. 59, World Scientific Pub On the system of Hamilton-Jacobi and transport equations arising in geometrical optics (me B. Ben Moussa ), Comm. PDES, 28 (2003), A Hamilton-Jacobi-Belmann approach to the control of trapping time of a soliton in an external potential (me J. Giannakìpoulo kai M. Plexousˆkh), Quart. Appl. Math. 63 (2005), no. 2, Noise regularization and computations for the 1-dimensional stochastic Allen-Cahn problem (me M. Katsoulakis, O. Lakkis) Interfaces Free Bound. 9 (2007), no. 1, Feedback Nash equilibria for non-linear differential games in pollution control (me M. Plexousakis, A. Xepapadeas, A. de Zeeuw and K-G. Mäler) Journal of Economic Dynamics and Control, 32, (2008), no. 4, Fully-discrete finite element approximations for a fourth order linear stochastic parabolic equation with additive space-time white noise (me G. Zourˆrh), èqei upoblhjeð gia dhmosðeush. 20. C 1 finite element approximations for a fourth-order linear stochastic parabolic equation with additive space-time white noise (me G. Zourˆrh), èqei upoblhjeð gia dhmosðeush. 2 21. Modeling and asymptotics for a general non-homogeneous Cahn-Hilliard equation (me D. AntwnopoÔlou kai G. Karal ), èqei upoblhjeð gia dhmosðeush. 22. Geometrical methods for level set based abdominal aortic aneurysm lumen, thrombus and outer wall 2D image segmentation (me Q. Zwqiì kai I. Papaqarilˆou), èqei upoblhjeð gia dhmosðeush. 23. Economic Management of Ecosystems with Thresholds (me M. Plexousakis, A. Xepapadeas, A. de Zeeuw), èqei upoblhjeð gia dhmosðeush. PROSKEKLHMENES OMILIES-EPISKEYEIS 1. Hausdorff Research Institute for Mathematics HIM, University of Bonn, Febrouˆrioc - AprÐlioc Multiscale Analysis and Computations in Stochastic Differential Equations and Modelling, University of Sussex, Febrouˆrioc Numerical Methods for Viscosity Solutions and Applications, Universitity of Rome, La Sapienza, Septèmbrioc Singularities in nonlinear problems, Bratsislava, Mˆðoc A-HYKE Conference, Vienna (session organizer & speaker), Febrouˆrioc Ellhnikì Sunèdrio Efarmosmènwn Majhmatik n proc tim n K. Dafèrmou, IoÔnioc 2001, Hrˆkleio. 7. Conference on Viscosity Solutions and Applications, Bressanone-Brixen, Italy, IoÔlioc Workshop on Numerical Methods for Viscosity Solutions and Applications, IoÔlioc 1999, Hrˆkleio. 9. Conference in the Memory of S.N. Kruzhkov, Besançon, France, IoÔnioc First Euro-conference 1997, Hyperbolic Conservation Laws, Febrouˆrioc 1997, Lyon, France 11. CIME session on Viscosity Solutions and Applications, Montecatini Terme, IoÔnioc Stefan Banach Int. Mathematical Center, Warsaw, Poland, AprÐlioc Institut fuer Angewandte Mathematik der Universitaet Bonn, IoÔlioc Dipartimento di Matematica Universita di Roma Tor Vergata, IoÔlioc Dept. of Mathematics, Univ. of Wisconsin, Madison Wisconsin, Noèmbrioc Dept. of Mathematics, Michigan State Univ., East Lansing, Okt brioc Dept. of Mathematics, Hokkaido University, IoÔlioc EREUNHTIKA PROGRAMMATA 1. Summetoq sto Eurwpaðkì DÐktuo gia thn EkpaÐdeush kai Kinhtikìthta Ereunht n me jèma Hyperbolic Conservation Laws (Okt brioc Septèmbrioc 2000). Mèloc tou Steering Committee tou diktôou (Okt brioc AprÐlioc 1998). 2. Topikìc Episthmonikìc UpeÔjunoc tou EurwpaðkoÔ DiktÔou gia thn EkpaÐdeush kai Kinhtikìthta Ereunht n me jèma Viscosity Solutions and Their Applications kai mèloc tou Steering Committee tou diktôou (AprÐlioc AprÐlioc 2002). 3. Asumptwtik -Arijmhtik Melèth uyðsuqnwn kumatik n pedðwn se strwmatopoihmèna mèsa kai efarmogèc sth gewfusik diereônush, (AprÐlioc AprÐlioc 2001). Eidikìc Logariasmìc, Panepist mio Kr thc (Episthmonikìc UpeÔjunoc) 4. Summetoq sto Eurwpaðkì DÐktuo gia thn Ereuna kai thn EkpaÐdeush (RTN) HUKE=Hyperbolic and Kinetic Equations: Aymptotics, Numerics, Applications Summetoq sto Eurwpaðkì DÐktuo gia thn Ereuna kai thn EkpaÐdeush (RTN) Nonlinear Partial Differential Equations describing Front Propagation and other Singular Phenomena Summetoq sto Prìgramma Pujagìrac: EnÐsqush Ereunhtik n Omˆdwn sta Panepist - mia me tðtlo Ereunhtik c Omˆdac {ApotÐmhsh Jewri n kai Anˆptuxh Upodeigmˆtwn giˆ to Peribˆllon kai touc FusikoÔc Pìrouc} Summetoq sto Prìgramma PESC: Global and Geometric Aspects of Nonlinear Partial Differential Equations, European Science Foundation Episthmonikìc UpeÔjunoc sto eurwpaðkì prìgramma: Mathematical Strategies towards h- ierarchical coarse-grainings of multiscale systems, Marie-Curie International Reintegration Grants No ( ) 9. Summetoq kai epiblèpwn didaktorikoô sto ereunhtikì prìgramma PENED: {Klinik, peiramatik kai upologistik melèth thc exèlixhc twn aimodunamik n sunjhk n se aneurôsmata kai sunjetikˆ mosqeômata thc koiliak c aort c kai anˆptuxh prohgmènwn mejìdwn kai ergaleðwn optikopoðhshc gia thn upost rixh thc klinik c touc antimet pishc} ( ) ORGANWSH SUNEDRIWN 1. Congress on Free Boundary Problems-97 (Hrˆkleio, IoÔnioc 8-14, 1997) (Topikìc organwt c) 2. TMR Workshop Hyperbolic aspects of moment closure problems (Hrˆkleio, AprÐlioc 1-4, 1998) (Organwt c) 3. TMR Summer program Theoretical and numerical aspects of hyperbolic systems, (Hrˆkleio, IoÔlioc 15-18, 1998) (Topikìc organwt c) 4. TMR Summer program Viscosity solutions applied to phase transitions and front propagation (Hrˆkleio, IoÔlioc 12 - AÔgoustoc 8, 1998) (Organwt c) 4 5. Workshop on Turbulence, Mixing and Diffusion in Environmental Sciences (Hrˆkleio, Mˆrtioc 22-24, 1999) (Topikìc organwt c) 6. Conference on Viscosity Solutions and their Applications, Mallorca, Spain, Mˆrtioc 8-10, 2001 (Episthmonik Epitrop ) 7. Ellhnikì Sunèdrio Efarmosmènwn Majhmatik n proc tim n K. Dafèrmou, IoÔnioc 2001, Hrˆkleio (Organwt c) 8. Mathematical and Computational Methods for Accelerated Molecular, Stochastic and Hybrid Simulation Workshop, FORTH, Heraklion, June Efficiency in and Modeling with Computational Stochastic Partial Differential Equations, Hausdorff Research Institute for Mathematics HIM, Bonn, April 3-5, 2008 DIDASKALIA MAJHMATWN Proptuqiakˆ: Epiqeirhsiak Ereuna, JewrÐa Pijanot twn, Stoqastikèc AnelÐxeic, Mhqanik Reust n, Majhmatikˆ Montèla gia to Peribˆllon - Atmosfairik KÐnhsh kai Aèria RÔpansh, Majhmatikˆ Montèla gia to Peribˆllon - RÔpansh Upìgeiwn Udˆtwn, Apeirostikìc Logismìc II & III, Grammik Algebra, Pragmatik Anˆlush, Sunart seic Poll n Metablht n. Metaptuqiakˆ: Diaforikèc Exis seic me Merikèc Parag gouc, Diaforikèc Exis seic me Merikèc Parag gous- JewrÐa Asjen n LÔsewn, Qr sh Majhmatik n Montèlwn gia th Melèth thc Diˆqushc kai tou gðgnesjai twn rupant n (Tm ma QhmeÐac), Mèjodoi Efarmosmènwn Majhmatik n, Stoqastikìc kai mh Bèltistoc Elegqoc, JewrÐa Pijanot twn, Stoqastikèc AnelÐxeic. EpÐbleyh Metadidaktorik n Upotrìfwn L. Gosse, A.-P. Blanc, S. Bernard, B. Ben Moussa. EpÐbleyh Metaptuqiak n Ergasi n I. Bˆrda, Q. ZwqioÔ. M. Nipurˆkh EpÐbleyh Diadaktorik c Diatrib c Q. ZwqioÔ 5
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