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Irene, US-China 2009

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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    Center for Nonlinear Analysis

    Since 1991

    Funded by the National Science Foundation

    Irene Fonseca, Director

    Department of Mathematical SciencesCenter for Nonlinear Analysis

    Carnegie Mellon University

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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    Faculty

    Management:Irene Fonseca (PI), DirectorRobert Pego (Co-PI), Associate Director Other Co-PIs:

    David KinderlehrerGiovanni LeoniNoel Walkington Other Permanent Faculty: James Greenberg, Morton Gurtin,

    William Hrusa, Gautam Iyer, Roy Nicolaides, David Owen, AgostonPisztora, Kavita Ramanan, Jack Schaeffer, Robert Sekerka, DejanSlepcev, Shlomo Taasan and William Williams 8-10 postdocs, a few graduate students with full fellowships

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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    Faculty

    Management:Irene Fonseca (PI), DirectorRobert Pego (Co-PI), Associate Director Other Co-PIs:

    David KinderlehrerGiovanni LeoniNoel Walkington Other Permanent Faculty: James Greenberg, Morton Gurtin,William Hrusa, Gautam Iyer, Roy Nicolaides, David Owen, AgostonPisztora, Kavita Ramanan, Jack Schaeffer, Robert Sekerka, DejanSlepcev, Shlomo Taasan and William Williams 8-10 postdocs, a few graduate students with full fellowships

    http://find/http://goback/
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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    Faculty

    Management:Irene Fonseca (PI), DirectorRobert Pego (Co-PI), Associate Director Other Co-PIs:

    David KinderlehrerGiovanni LeoniNoel Walkington Other Permanent Faculty: James Greenberg, Morton Gurtin,William Hrusa, Gautam Iyer, Roy Nicolaides, David Owen, AgostonPisztora, Kavita Ramanan, Jack Schaeffer, Robert Sekerka, DejanSlepcev, Shlomo Taasan and William Williams 8-10 postdocs, a few graduate students with full fellowships

    Ab h CNA G l f h CNA A f R h f F d i l M h i A li d M h i C i l

    http://find/http://goback/
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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    Former Postdocs

    Central to CNA: postdoctoral education and training.

    Rustum Choksi (Simon Fraser), Antonio De Simone (SISSA),Georg Dolzmann (U. Maryland and U. of Regensburg), MariaEmelianenko (George Mason), Gero Friesecke (U. of Warwickand U. of Munich), Wilfrid Gangbo (Georgia Tech), RobertJerrard (U. of Toronto), Michal Kowalczyk (U. Chile), GiovanniLeoni (CMU), Chun Liu (Penn State), Vincent Millot (U.

    Cergy-Pontoise), Massimiliano Morini (SISSA), Stefan Muller(former Director, Max Planck Institute for Mathematics in theSciences, Leipzig), Felix Otto (Director, Hausdorff Center forMathematics, U. of Bonn), Konstantina Trivisa (U. of Maryland).

    Ab t th CNA G l f th CNA A f R h f F d ti l M th ti t A li d M th ti t C t ti l

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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    To sustain its leadership in the areas of Calculus of Variations

    and PDEs;

    To maintain its position as a worldwide asset in the educationof young investigators cognizant of research opportunities atthe broad interface between mathematics and physical

    sciences and engineering;To identify cutting-edge mathematical questions in scienceand engineering, including materials science andbiotechnology;

    To continue developing international partnerships andcooperation agreements, which play a vital part in the CNAprogram and in the enhancement of the scientific training andresearch activities of the Center.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    To sustain its leadership in the areas of Calculus of Variations

    and PDEs;

    To maintain its position as a worldwide asset in the educationof young investigators cognizant of research opportunities atthe broad interface between mathematics and physical

    sciences and engineering;To identify cutting-edge mathematical questions in scienceand engineering, including materials science andbiotechnology;

    To continue developing international partnerships andcooperation agreements, which play a vital part in the CNAprogram and in the enhancement of the scientific training andresearch activities of the Center.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    To sustain its leadership in the areas of Calculus of Variations

    and PDEs;

    To maintain its position as a worldwide asset in the educationof young investigators cognizant of research opportunities atthe broad interface between mathematics and physical

    sciences and engineering;To identify cutting-edge mathematical questions in scienceand engineering, including materials science andbiotechnology;

    To continue developing international partnerships andcooperation agreements, which play a vital part in the CNAprogram and in the enhancement of the scientific training andresearch activities of the Center.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    To sustain its leadership in the areas of Calculus of Variations

    and PDEs;

    To maintain its position as a worldwide asset in the educationof young investigators cognizant of research opportunities atthe broad interface between mathematics and physical

    sciences and engineering;To identify cutting-edge mathematical questions in scienceand engineering, including materials science andbiotechnology;

    To continue developing international partnerships andcooperation agreements, which play a vital part in the CNAprogram and in the enhancement of the scientific training andresearch activities of the Center.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    Imaging

    Inpainting (recolorization)

    Frescoes of Andrea Mantegna, Ovetari Chapel of the

    Eremitanis Church, Padova (Italy); destroyed by

    bombing in WWII

    Z(u) dx+

    ZD

    |L(u)v|pdx+

    Z\D

    |uu|pdx

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    pp p

    Foams

    Surf(ace) Act(ive) A(ge)nt

    F(u, ) :=

    1

    f(u) + |u|2 + ( |u|)

    2

    dx+()

    ||2 dx

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    pp p

    Epitaxially Strained Crystalline Films; Quantum Dots

    F (u, h) :=

    h

    W (E (u) (x) E0 (y)) dx +

    h

    0 (y) dH1 (x) ,

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Etc.

    Thin Structures/Films; 3D 2D, 3D 1D dimensionreduction

    Micromagnetics, Ferromagnetics

    Dislocations and Other Defects

    Multiscale Problems, Homogenization

    Etc.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    Etc.

    Thin Structures/Films; 3D 2D, 3D 1D dimensionreduction

    Micromagnetics, Ferromagnetics

    Dislocations and Other Defects

    Multiscale Problems, Homogenization

    Etc.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    Etc.

    Thin Structures/Films; 3D 2D, 3D 1D dimensionreduction

    Micromagnetics, Ferromagnetics

    Dislocations and Other Defects

    Multiscale Problems, Homogenization

    Etc.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    Etc.

    Thin Structures/Films; 3D 2D, 3D 1D dimensionreduction

    Micromagnetics, Ferromagnetics

    Dislocations and Other Defects

    Multiscale Problems, Homogenization

    Etc.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    Etc.

    Thin Structures/Films; 3D 2D, 3D 1D dimensionreduction

    Micromagnetics, Ferromagnetics

    Dislocations and Other Defects

    Multiscale Problems, Homogenization

    Etc.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    http://find/http://goback/
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    Mathematics and Materials Collaboration

    Grain boundaries; interface dynamics, surface motion by surfacediffusion

    Orientation imaging mi-croscope of (Ni) nickelscale: grains are diame-ter = 200 microns

    (CMU MRSEC)

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Dynamics of Energy-Driven Systems

    Coarsening in thin polymer films

    Process is similar to Ostwald ripening, but since droplets grow in height

    the system is not scaling invariant.Rigorous bounds on rate of coarsening

    High mobility of droplets results in collision of droplets as a newmechanism of coarsening.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Mesh Generation Algorithms

    Liquid crystals, polymer and biological fluids

    1 0.8 0.6 0.4 0.2 0 0.2 0.4 0.6 0.8 11

    0.8

    0.6

    0.4

    0.2

    0

    0.2

    0.4

    0.6

    0.8

    1

    Section Through z = 0

    Time = 0.0000

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Complex Materials

    Three dimensional meshing algorithms are under development

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Immune Response

    Mathematical modeling of immune response to biodefensepathogens

    A

    pivotal player in the immune system - a dendritic cell

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    advanced topics coursesworking groups

    workshops and conferences

    visitors program

    seminar seriesscientific report series

    summer schools

    outreach: Summer Undergraduate Applied Mathematics

    Institute (SUAMI)interchange, mobility and internationalization

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    2003-2009 Workshops and Conferences

    Young researchers are invited to present contributed talks that runon parallel sessions, and are encouraged to apply for financialsupport.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Frontiers of Applied Analysis

    Douglas ArnoldHenri BerestyckiHaim BrezisEmmanuele DiBenedettoWeinan E

    Ivar EkelandWilli JagerBarbara KeyfitzGregory LawlerFang-Hua Lin

    Pierre-Louis LionsAndrew MajdaHiroshi MatanoLouis NirenbergStanley Osher

    Frontiers ofApplied Analysis

    The list of speakers includes:Douglas Arnold (University of Minnesota)Henri Berestycki (cole des Hautes tudes en Sciences Sociales)Haim Brezis (Rutgers University)Emmanuele DiBenedetto (Vanderbilt University)

    Weinan E (Princeton University)Ivar Ekeland (Pacific Institute for the Mathematical Sciences, Vancouver)Willi Jger (University of Heidelberg)Barbara Keyfitz (Fields Institute)Gregory Lawler (Cornell University)Fang-Hua Lin (Courant Institute)Pierre-Louis Lions (Collge de France)Andrew Majda (Courant Institute)Hiroshi Matano (University of Tokyo)Louis Nirenberg (Courant Institute)Stanley Osher (University of California, Los Angeles)

    Advanced undergraduate students, graduate students, and postdoctoral fellows ar e encouraged to applyfor financial support. The deadline for applications is June 15, 2005.

    Graduate students, postdocs and scientists with a recent Ph.D. degree are encouraged to contribute apresentation for this conference. The deadline for submission of contributed abstracts is June 30, 2005.

    http://www.math.cmu.edu/cna

    Organizers: Irene Fonseca, David Kinderlehrer, Roy Nicolaides, Robert Pego, Shlomo Taasan

    This conference is sponsored by the National Science Foundation,the Office of Naval Research,the Office of Naval Research Global,and theDepartment of Mathematical Sciences at Carnegie Mellon University.

    A Conference on the Occasion of the 15th Anniversary of theCenter for Nonlinear Analysis

    Carnegie Mellon University, Pittsburgh, PA

    September 810, 2005

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    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    US-Chile Workshops: New Developments in Partial

    Differential Equations I

    Xinfu ChenGianni Dal MasoJuan DavilaManuel Del PinoJean DolbeaultPatricio Felmer

    Irene FonsecaMarta Garcia-HuidobroIgnacio GuerraDavid KinderlehrerMike KowalczykGiovanni LeoniRaul ManasevichJuan ManfrediSalome Martinez

    Alexander QuaasPhilippe SoupletCecilia Yarur

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Workshop: New Trends in Calculus of Variations and Mass

    Transport

    Alberto BressanAlmut BurchardIrene FonsecaNicola FuscoPiotr HajlasTadeusz IwaniecRobert Jerrard

    David KinderlehrerPekka KyskelaJan MalyRobert McCannMassimiliano MoriniJani OnninenAldo PratelliDejan Slepcev

    Alberto Bressan, Penn State UniversityAlmut Burchard, University of Toronto, Toronto, Canada

    Irene Fonseca, Carnegie Mellon UniversityNicola Fusco, University of Naples, Naples, Italy

    Piotr Hajlasz,Tadeusz Iwaniec, Syracuse University

    Robert Jerrard, University of Toronto, Toronto, CanadaDavid Kinderlehrer,

    Carnegie Mellon UniversityPekka Koskela, University of Jyvaskyla,

    Jyvaskyla, FinlandJan Mal, Charles University, Prague, Czech Republic

    Robert McCann, University of Toronto,Toronto, Canada

    Massimiliano Morini, SISSA,Trieste, Italy

    Jani Onninen, Syracuse University

    Aldo Pratelli, University of Pavia, Pavia, ItalyDejan Slepev, Carnegie Mellon University

    Centerfor NonlinearAnalysisCarnegie MellonUniversity

    Department of MathematicalScience s

    and theNational ScienceFoundation.

    Nicola Fusco and Giovanni Leoni

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Workshop: Workshop on Energy-Driven Systems

    Giovanni Bellettini

    Rustum ChoksiInwon KimMarta LewickaChun LiuGovin MenonAlexander MielkeCyrill MuratovMark PeletierMatias Roger

    Maria WestdickenbergMichael WestdickenberAndrej Zlatos

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    2001 Multiscale Problems in Nonlinear Analysis

    Gianni Dal MasoIrene FonsecaRichard JamesDavid KinderlehrerShlomo TaasanLuc TartarLev TruskinovskyNoel WalkingtonDieter Wolf

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    2004 Advances in Nonlinear Analysis

    Luigi AmbrosioMaria-Carme CaldererWilfrid GangboNassif Ghoussoub

    Irene FonsecaStefan Muller

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    2006 P b bili i d A l i l P i

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    2006 Probabilistic and Analytical Perspectives on

    Contemporary

    Krzysztof BurdzyCarlos KenigRicardo NochettoPanagiotis SouganidisSrinivasa Varadhan

    2006 CNA Summer SchoolProbabilistic and Analytical Perspectiveson Contemporary PDEs

    Center for Nonlinear AnalysisCarnegie Mellon University, Pittsburgh, PA

    May 29 June 6, 2006

    Graduate students and postdocs are encouraged to contribute a presentation for thisconference.The deadline for submission of contributed abstracts is March 1, 2006.

    Advanced undergraduate students, graduate students, and postdoctoral fellows are encouraged

    to apply for financial support.The deadline for applications is March 15, 2006.

    Center for Nonlinear Analysis

    Carnegie Mellon UniversityDepartment of Mathematical Sciences

    Pittsburgh, PA 15213

    Telephone:412-268-2545

    Fax: 412-268-6380

    email: [email protected] http://www.math.cmu.edu/cna/Summer06

    Topics will cover:

    Essential uses of probability in analysis

    Quantitative unique continuation for elliptic, parabolicand dispersive equations, and applications

    Adaptive finite element methods for elliptic PDEs

    Fully nonlinear stochastic partial differential equationsand applications

    Interacting particle systems and their scaling limits

    List of lecturers:Krzysztof Burdzy, University of Washington

    Carlos Kenig, University of ChicagoRicardo Nochetto, University of Maryland

    Panagiotis Souganidis, University of Texas at AustinSrinivasa Varadhan, New York University

    Organizers:Irene Fonseca, Giovanni Leoni,

    Robert Pego, Kavita Ramanan

    This conference is sponsoredbythe National Science Foundation andthe Departmentof Mathematical Sciences at

    Carnegie Mellon University.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    2008 Contemporary Topics in Nonlinear PDEs

    Ivar EkelandRobert KohnClaude Le BrisFelix OttoBenoit Perthame

    and

    Goran PeskirAlbert Shiryaev

    2008 CNA Summer SchoolContemporary Topics in Nonlinear PDEs

    Center for Nonlinear AnalysisCarnegie Mellon University, Pittsburgh, PA

    May 29 June 7, 2008

    Graduate students and postdocs are encouraged to contribute a presentation for this

    conference.The deadline for submission of contributed abstracts is March 1, 2008.

    Advanced undergraduate students, graduate students, and postdoctoral fellows are

    encouraged to apply for financial support.The deadline for applications is March 15, 2008.

    Center for Nonlinear AnalysisCarnegie Mellon University

    Department of Mathematical Sciences

    Pittsburgh, PA 15213

    Telephone:412-268-2545

    Fax: 412-268-6380

    email: [email protected]

    Lecturers and Topics:

    Ivar Ekeland, University of British Columbia Demand functions and the structure of economic theory

    Robert Kohn, Courant Institute, New York University Energy-driven pattern formation

    Claude Le Bris, cole Nationale des Ponts et Chausses From molecular theories to continuum elasticity: a possible track

    Felix Otto, University of Bonn Some PDE problems from materials science

    Benoit Perthame, Universit Pierre et Marie Curie Growth processes and physiologically structured dynamics

    The Summer School will be held concurrentlywith the Heath Lectures on Probability and

    Mathematical Finance given byGoran Peskir, University of Manchester and

    Albert Shiryaev, Moscow University.

    Organizers:Irene Fonseca, David Kinderlehrer,

    Dmitry Kramkov, Giovanni Leoni,Robert Pego, Dejan Slepcev,

    Shlomo Taasan, Noel Walkington

    This conference is sponsoredbythe Departmentof Mathematical Sciences andCenter ofComputational Finance at

    Carnegie Mellon Universityandthe National Science Foundation.

    http://www.math.cmu.edu/cna/Summer08 A grain ofbrass, diameterabout1 cm, separatedfroman ingot.Fromthe collection ofW.W. Mullins.

    Simulation ofsingularitiesin a nematic liquidcrystal. Directorfiledsuperimposedupon the viewthrough cross polarizers (Walkington).

    Model ofcoarsening in thin liquidfilms; aconfiguration earlyin the coarsening stage (Otto, Rump, and Slepcev).

    1 0.8 0.6 0.4 0.2 0 0.2 0.4 0.6 0.8 11

    0.8

    0.6

    0.4

    0.2

    0

    0.2

    0.4

    0.6

    0.8

    1

    Section Through z =0

    Time = 0.0000

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    O h

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    Outreach

    Focuses on undergraduate African-Americans, Hispanics, women,and other under-represented groups, and on students from smalleruniversities and colleges.

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    N ki

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    Networking

    Searching for new opportunities

    Facilitating already existing collaborationsFostering the building of new bridges across different institutions inthe US, South America, Europe . . . and China?Encouraging mobility and internationalizationTraining coming generations of globally competent youngresearchers

    8 institutions network (CMU is the lead) with Courant(NYU), U. Minnesota, Caltech, U. Antwerp (Belgium), U.

    Bonn (Germany), U. Oxford (UK), SISSA (Italy) onMathematics, Mechanics and Materials Science Pattern Formation From Energy Minimization Challenges in Atomistic to Continuum Modeling andComputing

    Pattern Dynamics and Evolution of Material Microstructure

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    N ki

    http://find/http://goback/
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    Networking

    Searching for new opportunities

    Facilitating already existing collaborationsFostering the building of new bridges across different institutions inthe US, South America, Europe . . . and China?Encouraging mobility and internationalizationTraining coming generations of globally competent youngresearchers

    8 institutions network (CMU is the lead) with Courant(NYU), U. Minnesota, Caltech, U. Antwerp (Belgium), U.

    Bonn (Germany), U. Oxford (UK), SISSA (Italy) onMathematics, Mechanics and Materials Science Pattern Formation From Energy Minimization Challenges in Atomistic to Continuum Modeling andComputing

    Pattern Dynamics and Evolution of Material Microstructure

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    N t ki

    http://find/http://goback/
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    Networking

    Searching for new opportunities

    Facilitating already existing collaborationsFostering the building of new bridges across different institutions inthe US, South America, Europe . . . and China?Encouraging mobility and internationalizationTraining coming generations of globally competent youngresearchers

    8 institutions network (CMU is the lead) with Courant(NYU), U. Minnesota, Caltech, U. Antwerp (Belgium), U.

    Bonn (Germany), U. Oxford (UK), SISSA (Italy) onMathematics, Mechanics and Materials Science Pattern Formation From Energy Minimization Challenges in Atomistic to Continuum Modeling andComputing

    Pattern Dynamics and Evolution of Material Microstructure

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    N t ki

    http://find/http://goback/
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    Networking

    Searching for new opportunities

    Facilitating already existing collaborationsFostering the building of new bridges across different institutions inthe US, South America, Europe . . . and China?Encouraging mobility and internationalizationTraining coming generations of globally competent youngresearchers

    8 institutions network (CMU is the lead) with Courant(NYU), U. Minnesota, Caltech, U. Antwerp (Belgium), U.

    Bonn (Germany), U. Oxford (UK), SISSA (Italy) onMathematics, Mechanics and Materials Science Pattern Formation From Energy Minimization Challenges in Atomistic to Continuum Modeling andComputing

    Pattern Dynamics and Evolution of Material Microstructure

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    More on Net orking

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    More on Networking

    International School for Advanced Studies (SISSA) in Trieste

    European TMR on Phase Transitions on Crystalline Solids.Italy, France, UK, Germany, and The NetherlandsPIMS (Pacific Institute for the Mathematical Sciences,Vancouver, Banff International Research Station, Canada)Max Planck Institute for Mathematics in the Sciences in

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    Universities of Firenze (Italy), Roma Tor Vergata (Italy),

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    International School for Advanced Studies (SISSA) in Trieste

    European TMR on Phase Transitions on Crystalline Solids.Italy, France, UK, Germany, and The NetherlandsPIMS (Pacific Institute for the Mathematical Sciences,Vancouver, Banff International Research Station, Canada)Max Planck Institute for Mathematics in the Sciences in

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    European TMR on Phase Transitions on Crystalline Solids.Italy, France, UK, Germany, and The NetherlandsPIMS (Pacific Institute for the Mathematical Sciences,Vancouver, Banff International Research Station, Canada)Max Planck Institute for Mathematics in the Sciences in

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    Universities of Firenze (Italy), Roma Tor Vergata (Italy),

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    http://icti.math.cmu.edu/index.htmlhttp://icti.math.cmu.edu/index.htmlhttp://find/http://goback/
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    European TMR on Phase Transitions on Crystalline Solids.Italy, France, UK, Germany, and The NetherlandsPIMS (Pacific Institute for the Mathematical Sciences,Vancouver, Banff International Research Station, Canada)Max Planck Institute for Mathematics in the Sciences in

    Leipzig, GermanyThe Mathematical Institute at the University of OxfordApplied Mathematics ICTI Program: A joint CMU-PortugalPhD and Postdoctoral Program in Applied Analysis and inProbability, Stochastic Analysis and their ApplicationsInformation and Communication Technologies Institute: 5years, 77 million dollars. ICTI Program2002 Agreement on Cultural Cooperation (graduate studentsand research faculty mobility and interchange) with the

    Universities of Firenze (Italy), Roma Tor Vergata (Italy),

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

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    Leipzig, GermanyThe Mathematical Institute at the University of OxfordApplied Mathematics ICTI Program: A joint CMU-PortugalPhD and Postdoctoral Program in Applied Analysis and inProbability, Stochastic Analysis and their ApplicationsInformation and Communication Technologies Institute: 5years, 77 million dollars. ICTI Program2002 Agreement on Cultural Cooperation (graduate studentsand research faculty mobility and interchange) with the

    Universities of Firenze (Italy), Roma Tor Vergata (Italy),

    About the CNA Goals of the CNA Areas of Research: from Foundational Mathematics to Applied Mathematics to Computational

    More on Networking

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    European TMR on Phase Transitions on Crystalline Solids.Italy, France, UK, Germany, and The NetherlandsPIMS (Pacific Institute for the Mathematical Sciences,Vancouver, Banff International Research Station, Canada)Max Planck Institute for Mathematics in the Sciences in

    Leipzig, GermanyThe Mathematical Institute at the University of OxfordApplied Mathematics ICTI Program: A joint CMU-PortugalPhD and Postdoctoral Program in Applied Analysis and inProbability, Stochastic Analysis and their ApplicationsInformation and Communication Technologies Institute: 5years, 77 million dollars. ICTI Program2002 Agreement on Cultural Cooperation (graduate studentsand research faculty mobility and interchange) with the

    Universities of Firenze (Italy), Roma Tor Vergata (Italy),

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