Math @ Duke
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Papers Published
- Haskins, M; Nordström, J, Cohomogeneity-one solitons in Laplacian flow: local, smoothly-closing
and steady solitons
(December, 2021) [abs]
- FOSCOLO, L; HASKINS, M; NORDSTRÖM, J, Complete noncompact g2-manifolds from asymptotically conical calabi-yau 3-folds,
Duke Mathematical Journal, vol. 170 no. 15
(October, 2021),
pp. 3323-3416 [doi] [abs]
- Foscolo, L; Haskins, M; Nordström, J, Infinitely many new families of complete cohomogeneity one G2-manifolds: G2analogues of the Taub-NUT and Eguchi-Hanson spaces,
Journal of the European Mathematical Society, vol. 23 no. 7
(January, 2021),
pp. 2153-2220 [doi] [abs]
- Foscolo, L; Haskins, M, New G2-holonomy cones and exotic nearly Kahler structures on S6 and S3 x S3,
Annals of Mathematics, vol. 185 no. 1
(January, 2017),
pp. 59-130 [doi] [abs]
- Degeratu, A; Haskins, M; Weiß, H, Mini-Workshop: Singularities in $\mathrm G_2$-geometry,
Oberwolfach Reports, vol. 12 no. 1
(December, 2015),
pp. 449-488, European Mathematical Society - EMS - Publishing House GmbH [doi]
- Mark, H; Hein, HJ; Johannes, N, Asymptotically cylindrical Calabi-Yau manifolds,
Journal of Differential Geometry, vol. 101 no. 2
(October, 2015),
pp. 213-265 [doi] [abs]
- Corti, A; Haskins, M; Nordström, J; Pacini, T, G2-Manifolds and associative submanifolds via semi-fano 3-folds,
Duke Mathematical Journal, vol. 164 no. 10
(January, 2015),
pp. 1971-2092 [doi] [abs]
- Corti, A; Haskins, M; Nordström, J; Pacini, T, Asymptotically cylindrical Calabi-Yau 3-folds from weak Fano 3-folds,
Geometry and Topology, vol. 17 no. 4
(July, 2013),
pp. 1955-2059 [doi] [abs]
- Haskins, M; Kapouleas, N, The geometry of SO(p) × SO(q)-invariant special Lagrangian cones,
Communications in Analysis and Geometry, vol. 21 no. 1
(January, 2013),
pp. 171-205 [doi] [abs]
- Haskins, M; Kapouleas, N, Closed twisted products and SO(p) × SO(q)-invariant special Lagrangian cones,
Communications in Analysis and Geometry, vol. 20 no. 1
(January, 2012),
pp. 95-162 [doi] [abs]
- Haskins, M; Kapouleas, N, Twisted products and $SO(p)\times SO(q)$-invariant special Lagrangian
cones
(May, 2010) [abs]
- Haskins, M; Kapouleas, N, Special Lagrangian cones with higher genus links,
Inventiones Mathematicae, vol. 167 no. 2
(February, 2007),
pp. 223-294 [doi] [abs]
- Haskins, M; Pacini, T, Obstructions to special Lagrangian desingularizations and the Lagrangian prescribed boundary problem,
Geometry and Topology, vol. 10
(October, 2006),
pp. 1453-1521 [doi] [abs]
- Haskins, M, The geometric complexity of special Lagrangian T2-cones,
Inventiones Mathematicae, vol. 157 no. 1
(July, 2004),
pp. 11-70 [doi] [abs]
- Haskins, M, Special Lagrangian cones,
American Journal of Mathematics, vol. 126 no. 4
(January, 2004),
pp. 845-871 [doi] [abs]
- Haskins, M; Speight, JM, The geodesic approximation for lump dynamics and coercivity of the Hessian for harmonic maps,
Journal of Mathematical Physics, vol. 44 no. 8
(August, 2003),
pp. 3470-3494 [doi] [abs]
- Haskins, M; Speight, JM, Breather initial profiles in chains of weakly coupled anharmonic oscillators,
Physics Letters, Section A: General, Atomic and Solid State Physics, vol. 299 no. 5-6
(July, 2002),
pp. 549-557 [doi] [abs]
- Haskins, M; Speight, JM, Breathers in the weakly coupled topological discrete sine-Gordon system,
Nonlinearity, vol. 11 no. 6
(November, 1998),
pp. 1651-1671 [doi] [abs]
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ph: 919.660.2800
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Mathematics Department
Duke University, Box 90320
Durham, NC 27708-0320
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