by S.Yu. Orevkov
Abstract:
We give a short proof of the sharpness of the following inequality proved in [ J.-J.Risler. On the curvature of the real Milnor fiber, Bull. London Math. Soc., 35(2003), 445-454]: $\int_{RA}|k| < \int_{CA}|K|$ where RA is an affine real hypersurface in $R^n$; CA its complexification, k and K are curvatures of RA and CA properly rescaled.