About Fredholm solvability of exterior Dirichlet problem for a degenerate elliptic operator with summable coefficients
Fredholm solvability is investigated for higher-order elliptic operator given in exterior of a bounded domain Ω Ì R<sup>n</sup>. Coefficients of the operator under consideration have power degeneration on the boundary ∂Ω of the domain Ω and at infinity. Lower coefficients of the operator belong to some L<sub>p</sub> -spaces with power weights.