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We deal with the reconstruction of inclusions in elastic bodies based onmonotonicity methods and construct conditions under which a resolution for agiven partition can be achieved. These conditions take into account thebackground error as well as the measurement noise. As a main result, this showsus that the resolution guarantees depend heavily on the Lam\'e parameter $\mu$and only marginally on $\lambda$.

Resolution Guarantees for the Reconstruction of Inclusions in Linear Elasticity Based on Monotonicity Methods