Abstract
In this article we study, in dimension n ≥ 3, the inverse problem of determining the potential q of the Schrödinger equation from infinity measurements on any open subset Γ0 of the boundary. Provided that q is known in a neighborhood of the boundary, we prove the logarithmic stability estimate.
Acknowledgement
Many thanks is due to professor Mourad Bellassoued for inspiring question, fruitful discussions and for his careful reading of the manuscript.