Includes bibliographical references (pages 285-292) and index.
Contents:
Basic theory -- Geometry of orbits -- Gabriel's theorem -- Hall algebras -- Double quivers -- Coxeter functor and preprojective representations -- Tame and wild quivers -- McKay correspondence and representations -- Hamiltonian reduction and geometric invariant theory -- Quiver varieties -- Jordan quiver and Hilbert schemes -- Kleinian singularities and geometric McKay correspondence -- Kac-Moody algebras and Weyl groups.
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