For real analytic F, exact uniqueness F(p)=F(q) implies R(p)=R(q) yields Hölder stability of R on compact subsets of the parameter domain.
On Runge approximation and Lipschitz sta- bility for a finite-dimensional Schrödinger inverse problem.Applicable Analysis, 101(10):3655–3666
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H\"older Stability from Exact Uniqueness for Finite-Dimensional Analytic Inverse Problems
For real analytic F, exact uniqueness F(p)=F(q) implies R(p)=R(q) yields Hölder stability of R on compact subsets of the parameter domain.