Titlebook: Non-Homogeneous Boundary Value Problems and Applications; Volume III J. L. Lions,E. Magenes Book 1973 Springer-Verlag, Berlin · Heidelberg

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Elliptic Boundary Value Problems in Spaces of Distributions and Ultra-Distributions,This chapter requires only the knowledge of the . distributions and ultra-distributions of Chapter 7. From the point of view of boundary value problems, we assume the essential parts of Chapter 2 (elliptic problems) to be known.

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Evolution Equations in Spaces of Distributions and Ultra-Distributions,This Chapter makes use of the .-valued distributions and ultra-distributions of Chapter 7. From the point of view of evolution boundary value problems, we assume the knowledge of the essentials of Chapter 3 and of the beginning of Chapter 4.

ITCH

Parabolic Boundary Value Problems in Spaces of Ultra-Distributions,This Chapter develops boundary value problems in spaces of ultra-distributions for parabolic partial differential equations.

SOBER

Evolution Equations of the Second Order in , and of Schroedinger Type,This Chapter extends, in so far as possible, the problems studied in Chapter 5 in the Hilbert space setting, to spaces of distributions or ultradistributions.

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