Matthew Satriano
Post-Doc Assistant Professor NSF Fellow at Michigan
Office: 4827 East Hall
Contact: my last name at [umich].edu
Research interests
Algebraic geometry, invariant theory, Hodge theory, toric geometry, log geometry.
Application material
Research Statement
CV
Preprints
On the Birational Nature of Lifting
(with C. Liedtke)
pdf
.
Torus Quotients as Global Quotients by Finite Groups
(with A. Geraschenko)
pdf
.
Chow Quotients of Toric Varieties as Moduli of Stable Log Maps
(with Q. Chen)
pdf
.
Toric Stacks I: The Theory of Stacky Fans
(with A. Geraschenko)
pdf
.
Toric Stacks II: Intrinsic Characterization of Toric Stacks
(with A. Geraschenko)
pdf
.
On a notion of ''Galois closure'' for extensions of rings
(with M. Bhargava)
pdf
.
Canonical Artin Stacks over Log Smooth Schemes
pdf
.
The Chevalley-Shephard-Todd Theorem for Finite Linearly Reductive Group Schemes
pdf
.
de Rham Theory for Tame Stacks and Schemes with Linearly Reductive Singularities
pdf
.
Expository Notes
Log smooth curves and their moduli
(to appear in ''Handbook of moduli'' by Farkas and Morrison)
pdf
.
Teaching
Spring 2011: I taught
Math 186
.
Fall 2010: I taught
Math 214
with Elizabeth Wulcan.
Seminar on D-modules
.