The eigenvalue problem for the anisotropic bidomain operator is reduced to a system of boundary integral equations via potential theory, with explicit fundamental solutions and a proposed numerical scheme.
Evolution Equations, Semigroups and Functional Anal- ysis: In Memory of Brunello Terreni
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A boundary integral approach to the eigenvalue problem for the anisotropic bidomain operator with perfect contact conditions
The eigenvalue problem for the anisotropic bidomain operator is reduced to a system of boundary integral equations via potential theory, with explicit fundamental solutions and a proposed numerical scheme.