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Applied Nonlinear Analysis at Meripustak

Applied Nonlinear Analysis by Adélia Sequeira ,  Hugo Beirao Da Veiga ,  Juha H. Videman, Springer Science+Business Media


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  • General Information  
    Author(s)Adélia Sequeira ,  Hugo Beirao Da Veiga ,  Juha H. Videman
    PublisherSpringer Science+Business Media
    Edition2002 ed.
    ISBN9780306463037
    Pages548
    BindingHardback 
    LanguageEnglish
    Publish YearNovember 1999

    Description

    Springer Science+Business Media Applied Nonlinear Analysis by Adélia Sequeira ,  Hugo Beirao Da Veiga ,  Juha H. Videman

    This Book Is Meant As A Present To Honor Professor On The Th Occasion Of His 70 Birthday. It Collects Refereed Contributions From Sixty-One Mathematicians From Eleven Countries. They Cover Many Different Areas Of Research Related To The Work Of Professor Including Navier-Stokes Equations Nonlinear Elasticity Non-Newtonian Fluids Regularity Of Solutions Of Parabolic And Elliptic Problems Operator Theory And Numerical Methods. The Realization Of This Book Could Not Have Been Made Possible Without The Generous Support Of Centro De Matematica Aplicada (Cma/Ist) And Fundacao Calouste Gulbenkian. Special Thanks Are Due To Dr. Ulrych For The Careful Preparation Of The Final Version Of This Book. Last But Not Least We Wish To Express Our Gratitude To Dr. For Her Invaluable Assistance From The Very Beginning. This Project Could Not Have Been Successfully Concluded Without Her Enthusiasm And Loving Care For Her Father. On Behalf Of The Editors Adelia Sequeira V Honored By The Order Of Merit Of The Czech Republic By Vaclav Havel President Of The Czech Republic On The October 28 1998 Professor Emeritus Of Mathematics At The Charles University In Prague Presidential Research Professor At The Northern Illinois University And Doctor Honoris Causa At The Technical University Of Dresden Has Been Enriching The Czech And World Mathematics With His New Ideas In The Areas Of Partial Differential Equations Nonlinear Functional Analysis And Applications Of The Both Disciplines In Continuum Mechanics And Hydrodynamics For More Than Forty Years.



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