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Enrico Magenes

    Teoria delle distribuzioni
    Non-Homogeneous Boundary Value Problems and Applications
    Non-Homogeneous Boundary Value Problems and Applications
    • 2011

      This volume delves into non-homogeneous boundary value problems for specific evolution equations, focusing on parabolic and hyperbolic operators. It explores regularity, transposition, and interpolation methods, highlighting new regularity results. The application of these findings to optimal control problems is a key feature, particularly concerning boundary conditions. Additionally, the book addresses the characterization of well-posed problems and hints at further applications, including numerical analysis, to be explored in the subsequent volume.

      Non-Homogeneous Boundary Value Problems and Applications
    • 2011

      The book explores non-homogeneous boundary value problems involving linear differential operators within open subsets of R. It establishes a framework for seeking unique solutions that continuously depend on given function spaces. The focus is on determining families of function spaces and their associations, which are deemed "natural" for the problem at hand. The work emphasizes the flexibility in choosing function spaces and boundary conditions, making it a valuable resource for applications in mathematical analysis and differential equations.

      Non-Homogeneous Boundary Value Problems and Applications