Properness and Topological Degree for General Elliptic Operators

Abstract

1.1. Normal solvability. Consider a linear operator L acting from a Banach space E0(Ω) to another space E(Ω). Here Ω denotes a domain in Rn, and the notation E(Ω) is used for a Banach space of functions defined in Ω. We are basically interested in the case where the domain Ω is unbounded though all results remain applicable and in many cases even simpler… (More)

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