John J. Millson
Affiliations: | Mathematics | University of Maryland, College Park, College Park, MD |
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"John Millson"Children
Sign in to add trainee| Thomas I. Treloar | grad student | 2001 | University of Maryland |
| Bernard Wagneur | grad student | 2001 | University of Maryland |
| Benjamin Howard | grad student | 2006 | University of Maryland |
| Christopher A. Manon | grad student | 2009 | University of Maryland |
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Publications
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| Kapovich M, Millson JJ. (2017) On representation varieties of 3-manifold groups Geometry & Topology. 21: 1931-1968 |
| Bergeron N, Li Z, Millson J, et al. (2017) The Noether-Lefschetz conjecture and generalizations Inventiones Mathematicae. 208: 501-552 |
| Bergeron N, Millson J, Moeglin C. (2016) Hodge Type Theorems for Arithmetic Manifolds Associated to Orthogonal Groups International Mathematics Research Notices. 2017: 4495-4624 |
| Bergeron N, Millson J, Moeglin C. (2016) The Hodge conjecture and arithmetic quotients of complex balls Acta Mathematica. 216 |
| Funke J, Millson J. (2014) The geometric theta correspondence for hilbert modular surfaces Duke Mathematical Journal. 163: 65-116 |
| Funke J, Millson J. (2013) Boundary behaviour of special cohomology classes arising from the Weil representation Journal of the Institute of Mathematics of Jussieu. 12: 571-634 |
| Howard B, Millson JJ, Snowden A, et al. (2012) The ideal of relations for the ring of invariants of "n" points on the line Journal of the European Mathematical Society. 14: 1-60 |
| Howard B, Millson J, Snowden A, et al. (2012) The geometry of eight points in projective space: Representation theory, Lie theory and dualities Proceedings of the London Mathematical Society. 105: 1215-1244 |
| Howard B, Millson J, Snowden A, et al. (2012) The Ideal of Relations for the Ring of Invariants of n Points on the Line: Integrality Results Communications in Algebra. 40: 3884-3902 |
| Haines TJ, Kapovich M, Millson JJ. (2012) Ideal triangles in Euclidean buildings and branching to Levi subgroups Journal of Algebra. 361: 41-78 |