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; 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

Current PhD students

Current postdocs

    • Adrian Brunyate
    • (2015–)
    • Timothy Ryan
    • (2016–)
    • Giulia Saccà
    • (2013–)
    • Letao Zhang
    • (2014–)

Former PhD students

    • Anant Atyam
    • (Grushevsky, 2014)
    • American Express
    • Robert Findley
    • (Starr, 2010)
    • quantitative developer for NYC hedge fund
    • Jan Gutt
    • (Starr, 2013)
    • postdoc at Center for Theoretical Physics of the Polish Academy of Sciences
    • Li Li
    • (de Cataldo, 2006)
    • assistant professor at Oakland University
    • Lloyd Smith
    • (Starr, 2014)
    • working at G-Research
    • Zhiyu Tian
    • (Starr, 2011)
    • chargé de recherche at University of Grenoble
    • Zili Zhang
    • (de Cataldo, 2016)
    • postdoc at University of Michigan
    • Yi Zhu
    • (Starr, 2012)
    • postdoc at University of Waterloo

Former postdocs

    • Fabrizio Donzelli
    • (2009–2011)
    • postdoc at University of Ottawa
    • Xuhua He
    • (2006–2008)
    • professor at University of Maryland
    • Dave Jensen
    • (2010–2013)
    • assistant professor at University of Kentucky
    • Chi Li
    • (2012–2015)
    • assistant professor at Purdue University
    • Mikhail Mazin
    • (2010–2013)
    • assistant professor at Kansas State University
    • Andrew Young
    • (2008–2011)

Former undergraduate students

    • Ken Ascher
    • (Laza, 2012)
    • Brown University
    • Ren Yi
    • (Laza, 2012)
    • Brown University
    • Thao Do
    • (Laza, 2014)
    • MIT

Regular graduate courses

    • MAT 530–531
    • Topology and Geometry I,II
    • MAT 534–536
    • Algebra I,II,III
    • MAT 545
    • Complex Geometry (on the level of Griffiths & Harris)
    • MAT 552
    • Introduction to Lie Groups and Lie Algebras
    • MAT 568–569
    • Differential Geometry I,II
    • MAT 589
    • Introduction to Algebraic Geometry

Topics courses

    • Fall 2016
    • Moduli Spaces of Sheaves (Saccà)
    • Fall 2016
    • Geometry of Teichmuller Spaces (Grushevsky)
    • Spring 2016
    • Vanishing theorems, multiplier ideals and their applications (Lazarsfeld)
    • Spring 2016
    • K3 sufaces, hyperkaehler manifolds and moduli spaces (Kamenova)
    • Fall 2015
    • Perspectives on moduli (Laza)
    • Spring 2015
    • Perverse sheaves in algebraic geometry and in representation theory (de Cataldo)
    • Spring 2015
    • Abelian varieties (Grushevsky)
    • Spring 2014
    • Derived categories and stability conditions (Lazarsfeld)
    • Fall 2013
    • Motives (de Cataldo)
    • Fall 2012
    • Curves on Algebraic Varieties (Starr)
    • Spring 2012
    • Perverse Sheaves (de Cataldo)
    • Fall 2011
    • Deformation Theory (Laza)
    • Spring 2011
    • Multiplier Ideal Sheaves (Grushevsky)
    • Spring 2010
    • Moduli of Curves (Grushevsky)

Conferences in algebraic geometry

©2013 Stony Brook Algebraic Geometry