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    1.Algebraic Geometry
     Links and list of algebraic geometers.
    www.math.byu.edu
    2.ArXiv Front - Algebraic Geometry
     Papers and preprints.
    front.math.ucdavis.edu
    3.Ideals, Varieties, and Algorithms
     By David A. Cox, John B. Little and Don O'Shea. Errata, solutions, Maple and Mathematica software.
    www.cs.amherst.edu
    4.Projections of Complex Algebraic Curves to Real 3-space
     Graphics.
    www.math.byu.edu
    5.The Cubic Surface Homepage
     Images, software, links. At the University of Mainz, Germany.
    enriques.mathematik.uni-mainz.de
    6.The Hodge Conjecture
     A description of the conjecture by Deligne (PDF) and details of the prize offered for its resolution.
    www.claymath.org
    7.Differential Algebraic Geometry - A Scheme-theoretic Approach
     Slides in multimedia format from a lecture by Henri Gillet at MSRI.
    www.msri.org
    8.Grothendieck's Séminaire de Géometrie Algébrique
     Scanned from the original typescript into JPEG format.
    modular.fas.harvard.edu
    9.Noncommutative Geometry and Algebra
     People, groups and publications. Compiled by Paul Smith, University of Washington.
    www.math.washington.edu
    10.AGATHOS - Algebraic Geometry: A Total Hypertext Online System
     An online system for learning algebraic geometry.
    odin.mdacc.tmc.edu
    11.Borcherds' Solutions to Hartshorne
     "
    math.berkeley.edu
    12.James Milne's Home
     Contains good introductory notes on Algebraic Geometry
    www.jmilne.org
    13.Algebraic Functions and Projective Curves
     Home page of the book by David Goldschmidt. Full text (registration required), errata, discussion forum.
    www.functionfields.org
    14.Introduction to Algebraic Geometry
     Illustrated webnotes by Donu Arapura.
    www.math.purdue.edu
    15.Computations in Algebraic Geometry with Macaulay 2
     Edited by David Eisenbud, Daniel R. Grayson, Michael E. Stillman, and Bernd Sturmfels. Full text in DVI, PS and PDF.
    www.math.uiuc.edu
    16.The Brill-Noether Project
     Aims to answer the basic questions this theory B(n,d,k) for vector bundles on algebraic curves. Welcomes contributions.
    www.liv.ac.uk
    17.Algebraic Curves
     An overview.
    www.geom.uiuc.edu
    18.Algebraic Geometry Notebooks for Non-Experts
     By Aksel Sogstad. Short introductory sketch of some topics in the algebraic geometry of curves.
    www.geocities.com
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