Martin Legaré - Concepedia

Author

Martin Legaré

University of Alberta

Also Known As

Legare, M., M Legare, M Legaré, M Légaré, M. LEGARÉ, M. Legare, M. Legaré, M. Légaré, Martin Legare, Martin Legaré

126

Publications

811

Citations

H-Index

Concepts

All Affiliations

University of Alberta Université de Montréal

About

Martin Legaré is an author at University of Alberta specializing in quantum field theory, engineering, and spectral theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Quantum Field Theory	4	4	117
2	Engineering	3	3	68
3	Spectral Theory	3	3	68
4	Functional Analysis	1	1	27
5	Representation Theory	1	1	13

Martin Legaré

Publications

726

Citations

H-Index

Page 1

	Year	Citations
Continuous Positive Airway Pressure Reduces Work of Breathing and Dyspnea during Weaning from Mechanical Ventilation in Severe Chronic Obstructive Pulmonary Disease Basil J. Petrof, Martin Legaré, Peter Goldberg, American Review of Respiratory Disease	1990	468
Clinical Characteristics at Initial Presentation and Impact of Dual Therapy on the Outcome of Bacteremic <i>Streptococcus pneumoniae</i> Pneumonia in Adults Karl Heinz Weiss, L Cortés, A Beaupré, Canadian Respiratory Journal	2004	100
Constraint equations and field equations in supersymmetric N = 3 Yang-Mills theory J. Harnad, Jacques Hurtubise, Martin Legaré, Nuclear Physics B Constraint EquationsQuantum Field TheoryGauge TheoryField EquationsSupersymmetric N	1985	57
Symmetry Reductions of the Lax Pair of the Four-Dimensional Euclidean Self-Dual Yang-Mills Equations Martin Legaré Journal of Nonlinear Mathematical Physics Spectral TheoryEngineeringTwistor TheorySymmetry ReductionsSymmetry (Physics)	1996	28
The Dirac equation in Robertson–Walker spaces: A class of solutions Mikhail Y. Kovalyov, Martin Legaré Journal of Mathematical Physics Spectral TheoryEngineeringExact SolutionsStatic MetricsDirac Operator	1990	27
Lax pairs of integrable equations in 1 ≤ d ≤ 3 dimensions as reductions of the Lax pair for the self-dual Yang-Mills equations Martin Legaré, Alexander D. Popov Physics Letters A Integrable EquationsQuantum Field TheoryLax PairLax PairsIntegrable System	1995	19
Reductions by isometries of the self-dual Yang–Mills equations in four-dimensional Euclidean space Mikhail Y. Kovalyov, Martin Legaré, L. Gagnon Journal of Mathematical Physics	1993	14
Noncommutative Generalized NS and Super Matrix KdV Systems from a Noncommutative Version of (Anti-) Self-Dual Yang-Mills Equations Martin Legaré ArXiv.org Spectral TheoryNoncommutative VersionMatrix Kdv EquationsLinear SystemsEngineering	2000	13

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