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Ian Strachan
Ian Strachan
Other namesIan A B Strachan
Professor of Mathematical Physics, University of Glasgow
Verified email at glasgow.ac.uk - Homepage
Title
Cited by
Cited by
Year
The Moyal algebra and integrable deformations of the self-dual Einstein equations
IAB Strachan
Physics Letters B 283 (1-2), 63-66, 1992
801992
A geometry for multidimensional integrable systems
IAB Strachan
Journal of Geometry and Physics 21 (3), 255-278, 1997
781997
Some integrable hierarchies in (2+ 1) dimensions and their twistor description
IAB Strachan
Journal of mathematical physics 34 (1), 243-259, 1993
661993
Wave solutions of a (2+ 1)-dimensional generalization of the nonlinear Schrödinger equation
IAB Strachan
Inverse Problems 8 (5), L21, 1992
631992
Low‐velocity scattering of vortices in a modified Abelian Higgs model
IAB Strachan
Journal of mathematical physics 33 (1), 102-110, 1992
591992
Frobenius manifolds: natural submanifolds and induced bi-Hamiltonian structures
IAB Strachan
Differential Geometry and its Applications 20 (1), 67-99, 2004
542004
The Moyal bracket and the dispersionless limit of the KP hierarchy
IAB Strachan
Journal of Physics A: Mathematical and General 28 (7), 1967, 1995
461995
Kähler–Einstein metrics with SU (2) action
AS Dancer, IAB Strachan
Mathematical Proceedings of the Cambridge Philosophical Society 115 (3), 513-525, 1994
441994
Integrability of the Frobenius algebra-valued Kadomtsev-Petviashvili hierarchy
IAB Strachan, D Zuo
Journal of Mathematical Physics 56 (11), 2015
402015
A new family of integrable models in (2+ 1) dimensions associated with Hermitian symmetric spaces
IAB Strachan
Journal of mathematical physics 33 (7), 2477-2482, 1992
391992
Novikov algebras and a classification of multicomponent Camassa–Holm equations
IAB Strachan, BM Szablikowski
Studies in Applied Mathematics 133 (1), 84-117, 2014
382014
Extended affine Weyl groups of BCD-type: their Frobenius manifolds and Landau–Ginzburg superpotentials
B Dubrovin, IAB Strachan, Y Zhang, D Zuo
Advances in Mathematics 351, 897-946, 2019
332019
The symmetry structure of the anti‐self‐dual Einstein hierarchy
IAB Strachan
Journal of Mathematical Physics 36 (7), 3566-3573, 1995
301995
The algebraic and Hamiltonian structure of the dispersionless Benney and Toda hierarchies
DB Fairlie, IAB Strachan
Inverse problems 12 (6), 885, 1996
291996
Dubrovin's duality for F-manifolds with eventual identities
L David, IAB Strachan
Advances in Mathematics 226 (5), 4031-4060, 2011
282011
Frobenius submanifolds
IAB Strachan
Journal of Geometry and Physics 38 (3-4), 285-307, 2001
282001
Hypercomplex integrable systems
JDE Grant, IAB Strachan
Nonlinearity 12 (5), 1247, 1999
281999
Complex hyperkähler structures defined by Donaldson–Thomas invariants
T Bridgeland, IAB Strachan
Letters in Mathematical Physics 111 (2), 54, 2021
252021
Degenerate Frobenius manifolds and the bi-Hamiltonian structure of rational Lax equations
IAB Strachan
Journal of Mathematical Physics 40 (10), 5058-5079, 1999
241999
Symmetries and solutions of Getzler's equation forCoxeter and extended affine Weyl Frobenius manifolds
IAB Strachan
International Mathematics Research Notices 2003 (19), 1035-1051, 2003
232003
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