Stability of solutions to Sturm-Liouville diffusion equations
1986
Abstract Stability of solutions of abstract half-space problems of the type T ψ'1 (x)=-Aψ(x)(0> x > ∞) is established under perturbations of the resolvent of the (unbounded) positive self-adjoint operator A. Applications are given to Sturm-Liouville type diffusion equations.
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