- NERON MODELS AND BOUNDARY COMPONENTS FOR DEGENERATIONS OF HODGE STRUCTURE OF MIRROR
- NORMAL FUNCTIONS AND THE GHC MATT KERR AND GREGORY PEARLSTEIN
- MUMFORD-TATE DOMAINS MARK GREEN, PHILLIP GRIFFITHS, AND MATT KERR
- K-The o m^ 29: 1'I 5-21 0. 2003. @ 2003 Kluwer Academic Publishers. Printed in the Netherlands
- Canad. Math. Bull. Vol. 48 (2),2005 pp-221-236 An Elementary Proof of Suslin Reciprocity
- ALGEBRAIC K-THEORY OF TORIC HYPERSURFACES CHARLES F. DORAN AND MATT KERR
- Geometric Construction of Regulator Currents
- Neron models and limits of Abel-Jacobi mappings
- Problem set 4 (1) Show |z|
- Brief Research Statement Algebraic Cycles, Hodge Theory, and Arithmetic
- Lecture Notes Algebraic Geometry III/IV
- CURRICULUM VITAE MATTHEW D. KERR
- \D D \D
- AN EXPONENTIAL HISTORY OF FUNCTIONS WITH LOGARITHMIC GROWTH
- SOME ENUMERATIVE GLOBAL PROPERTIES OF VARIATIONS OF HODGE STRUCTURES
- Problem set 1 (1) Let {f} be a normal family of holomorphic functions on a
- Problem set 8 Let 1, 2 be two complex numbers, linearly independent over R,
- Problem set 11 (1) Prove that the universal cover of C
- Problem set 9 (1) Given any p, q {0, 1, . . . , N -1} (not both 0), show that
- SPECIAL VALUES OF AUTOMORPHIC COHOMOLOGY CLASSES
- CURRICULUM VITAE MATTHEW D. KERR
