Includes bibliographies.

A page of mathematical autobiography ; Solomon Lefschetz ; Multiplicity structures on space curves ; Algebraic cycles and the Beilinson conjectures ; The infinitesimal AbelJacobi mapping for hypersurfaces ; Infinite Coxeter groups and automorphisms of algebraic surfaces ; A problem about polynomial ideals ; Local Torelli theorem for certain extremal varieties ; Transverse deformations of holomorphic foliations ; Singularities of algebraic surfaces and characteristic numbers ; Metrics on moduli spaces ; Varieties with rational singularities ; Remarks on moduli spaces of complete intersections ; The Schottky groups in higher dimensions ; Cohomology on complex homogeneous manifolds with compact subvarieties ; Some applications of the Lefschetz fixed point theorems in (complex) algebraic geometry ; Stability of twodimensional local rings. II ; The connection between linear series on curves and Gauss maps on subvarieties of their Jacobians ; Some applications of algebraic geometry to systems of partial differential equations and to approximation theory ; Small points and torsion points ; Green's theory of Chern classes and the RiemannRoch formula Solomon Lefschetz ; William Hodge ; C Banica and O Forster ; Spencer Bloch ; Herbert Clemens ; I Dolgachev ; Shalom Eliahou ; Carlos GomezMont Avalos ; Xavier GomezMont ; F Hirzebruch ; N J Hitchin ; George R Kempf ; A S Libgober and J W Wood ; Madhav V Nori ; C Patton and H Rossi ; C A M Peters ; Jayant Shah ; Roy Smith and Horacio TapiaRecillas ; Peter F Stiller ; Lucien Szpiro ; Domingo Toledo and Yue Lin L Tong