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"Isothermal coordinate systems in Riemannian surfaces are generalized in a natural way by locally conformally flat manifolds. Although there is not a complete classification of this sort of..."
"The notion of curvature played a basic role in the development of geometry since the XIX century with the initial work of many mathematicians, among them Gauss and Riemann. Even though the..."
"As a Riemannian invariant, the curvature and its derivatives are the most natural algebraic invariants which stem from the connection. Therefore, this suggests that the curvature encodes a lot of..."