Algebraic Geometry

Core faculty

    • Mark de Cataldo
    • Topology, Hodge, and cycle theory of algebraic varieties and maps
    • Samuel Grushevsky
    • Curves, abelian varieties, and their moduli spaces; theta functions and modular forms
    • Radu Laza
    • Hodge theory; geometric invariant theory; construction and compactifications of moduli spaces
    • Robert Lazarsfeld
    • Higher-dimensional geometry; linear series and multiplier ideals; geometric questions in commutative algebra
    • Christian Schnell
    • Hodge theory; Mixed Hodge modules; D-modules and derived categories; geometry of irregular varieties
    • Jason Starr
    • Curves on varieties; stacks; Fano manifolds; arithmetic and geometry of varieties over function fields

Faculty in related areas

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