Unique determination of potentials and semilinear terms of semilinear elliptic equations from partial Cauchy data

Abstract

For a semilinear elliptic equation, we prove uniqueness results in determining potentials and semilinear terms from partial Cauchy data on an arbitrary subboundary.

References in corpus (2)

• Inverse boundary value problem for linear Schrödinger equation in two dimensions
• Partial Cauchy Data for General Second-Order Elliptic Operators in Two Dimensions