Perspectives in Riemannian Geometry

Topics in comformally compact Einstein metrics by M. T. Anderson Cauchy-Riemann 3-manifolds and Einstein fillings by O. Biquard Sasakian geometry and Einstein metrics on spheres by C. P. Boyer and K. Galicki Second order families of special Lagrangian 3-folds by R. L. Bryant Einstein equations, superpotentials and convex polytopes by A. Dancer and M. Y. Wang The Bochner-flat geometry of weighted projective spaces by L. David and P. Gauduchon Aspects of comparison geometry by K. Grove Low-dimensional geometry--A variational approach by N. Hitchin Twistors, holomorphic disks, and Riemann surfaces with boundary by C. LeBrun Combinatorics of the spaces of Riemannian structures and logic phenomena of Euclidean quantum gravity by A. Nabutovsky.