J. Harnad

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Jacques HurtubiseProfessor of Mathematics, McGill UniversityVerified email at mcgill.ca
Marco BertolaConcordia UniversityVerified email at crm.umontreal.ca
Malcolm AdamsProfessor, Mathematics Dept. University of GeorgiaVerified email at math.uga.edu
Alexander Yu OrlovInsitute of Oceanology RASVerified email at ocean.ru
bertrand eynardIPHT CEA SaclayVerified email at voila.fr
Luc VinetAisenstadt Professor of Physics, Université de MontréalVerified email at umontreal.ca
Ferenc BaloghJohn Abbott CollegeVerified email at johnabbott.qc.ca
Alexander AlexandrovIBS Center for Geometry and PhysicsVerified email at itep.ru
Jacek TafelUniversity of WarsawVerified email at fuw.edu.pl
Laszlo FeherUniversity of SzegedVerified email at wigner.mta.hu
Craig A. TracyDistinguished Professor, emeritus of MathematicsVerified email at math.ucdavis.edu
Boris RunovSaint Petersburg State UniversityVerified email at spbu.ru
Alexei ZhedanovSchool of Mathematics, Renmin UniversityVerified email at ruc.edu.cn
Janosch OrtmannAssociate Professor in Business Intelligence, University of Quebec in MontrealVerified email at uqam.ca
Semeon ArthamonovUniversity of TorontoVerified email at utoronto.ca
LoutsenkoUniversite Paris-7Verified email at math.jussieu.fr
Eunghyun LeeNazarbayev UniversityVerified email at nu.edu.kz
Johan van de LeurMathematisch Instituut, Universiteit UtrechtVerified email at uu.nl
Cyrus TaylorAlbert A. Michelson Professor in PhysicsVerified email at case.edu
Fabrizio Del MonteUniversity of SheffieldVerified email at sheffield.ac.uk

J. Harnad

Director, Mathematical Physics Laboratory, Centre de recherches mathématiques

Verified email at crm.umontreal.ca - Homepage

Mathematical Physics Gauge Theory Integrable Systems Random Matrices Relativity


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Group actions on principal bundles and invariance conditions for gauge fields J Harnad, S Shnider, L Vinet Journal of Mathematical Physics 21 (12), 2719-2724, 1980	192	1980
Darboux Coordinates and Liouville-Arnold Integration in Loop Algebras MR Adams, J Harnad, J Hurtubise Communications Mathematical Physics 155, 385-413, 1993	177	1993
Isospectral Hamiltonian Flows in Finite and Infinite Dimensions I. Generalized Moser Systems and Moment Maps into Loop Algebras J Adams, M. R. Harnad, E Previato Communications in Mathematical Physics 117, 451-500, 1988	160	1988
Dual isomonodromic deformations and moment maps to loop algebras J Harnad Communications in Mathematical Physics 166 (2), 337-365, 1994	157	1994
Isospectral Hamiltonian Flows in Finite and Infinite Dimensions II. Integration of Flows MR Adams, J Harnad, J Hurtubise Communications in mathematical physics 134, 555-585, 1990	131	1990
Superposition principles for matrix Riccati equations J Harnad, P Winternitz, RL Anderson Journal of Mathematical Physics 24 (5), 1062-1072, 1983	126	1983
Constraints and field equations for ten dimensional super Yang-Mills theory J Harnad, S Shnider Communications in mathematical physics 106 (2), 183-199, 1986	124	1986
Duality, Biorthogonal Polynomials and Multi-Matrix Models M Bertola, B Eynard, J Harnad Communications in mathematical physics 229 (1), 73-120, 2002	112	2002
Symmetry reduction for nonlinear relativistically invariant equations AM Grundland, J Harnad, P Winternitz Journal of mathematical physics 25, 791-806, 1984	110	1984
Dual moment maps into loop algebras MR Adams, J Harnad, J Hurtubise letters in mathematical physics 20 (4), 299-308, 1990	106	1990
Systems of ordinary differential equations with nonlinear superposition principles RL Anderson, J Harnad, P Winternitz Physica D: Nonlinear Phenomena 4 (2), 164-182, 1982	104	1982
Backlund transformations for nonlinear sigma models with values in Riemannian symmetric spaces SS J. Harnad, Y Saint-Aubin Communications in Mathematical Physics 92, 329-367, 1984	102	1984
Group actions on principal bundles and dimensional reduction J Harnad, S Shnider, J Tafel Letters in Mathematical Physics 4, 107-113, 1980	100	1980
Tensor fields invariant under subgroups of the conformal group of space‐time J Beckers, J Harnad, M Perroud, P Winternitz Journal of Mathematical Physics 19 (10), 2126-2153, 1978	97	1978
Differential systems for biorthogonal polynomials appearing in 2-matrix models and the associated Riemann–Hilbert problem M Bertola, B Eynard, J Harnad Communications in mathematical physics 243, 193-240, 2003	88	2003
Integrable Fredholm operators and dual isomonodromic deformations J Harnad, AR Its Communications in mathematical physics 226 (3), 497-530, 2002	87	2002
Generalized Drinfeld-Sokolov reductions and KdV type hierarchies L Fehér, J Harnad, I Marshall Communications in mathematical physics 154, 181-214, 1993	80	1993
Constraint equations and field equations in supersymmetric N = 3 Yang-Mills theory J Harnad, J Hurtubise, M Legare, S Shnider Nuclear Physics B 256, 609-620, 1985	79	1985
Hypergeometric -Functions, Hurwitz Numbers and Enumeration of Paths J Harnad, AY Orlov Communications in Mathematical Physics 338 (1), 267-284, 2015	78	2015
Semiclassical orthogonal polynomials, matrix models and isomonodromic tau functions M Bertola, B Eynard, J Harnad Communications in mathematical physics 263 (2), 401-437, 2006	71	2006

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