Algebraic Geometry and Singularities: Progress in Mathematics, cartea 134

I Resolution of Singularities.- Désingularisation en dimension 3 et caractéristique p.- Sur l’espace des courbes tracées sur une singularité.- Blowing up acyclic graphs and geometrical configurations.- On a Newton polygon approach to the uniformization of singularities of characteristic p.- Geometry of plane curves via toroidal resolution.- to the algorithm of resolution.- II Complex Singularities and Differential Systems.- Polarity with respect to a foliation.- On moduli spaces of semiquasihomogeneous singularities.- Stratification Properties of Constructible Sets.- On the linearization problem and some questions for webs in ?2.- Globalization of Admissible Deformations.- Caractérisation géométrique de l’existence du polynôme de Bernstein relatif.- Le Polygone de Newton d’un DX-module.- How good are real pictures?.- Weighted homogeneous complete intersections.- III Curves and Surfaces.- Degree 8 and genus 5 curves in ?3 and the Horrocks-Mumford bundle.- Irreducible Polynomials of k((X))[Y].- Examples of Abelian Surfaces with Polarization type (1,3).- Semigroups and Clusters at Infinity.- Cubic surfaces with double points in positive characteristic.- On the classification of reducible curve singularities.