Valiquette, Francis - Department of Mathematics and Statistics, McGill University

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Valiquette, Francis - Department of Mathematics and Statistics, McGill University

Moving frames for Lie pseudo-groups Francis Valiquette
On the Structure of Lie Pseudo-Groups Peter J. Olver1
Structure Equations of Lie Pseudo-Groups Francis Valiquette
Invariant Variational Bicomplex Francis Valiquette
Symmetries of Differential Equations Francis Valiquette
Differential Invariants Francis Valiquette
Structure Equations of Lie Pseudo-Groups Francis Valiquette
Symmetry and Integration of Ordinary Differential (Junior Colloquium)
Symmetries in Variational Junior Colloquium
Exterior Calculus and Maxwell's Equations
Geodesiques Francis Valiquette
Applications of Moving Frames to Lie Pseudo-Groups
MATH 1271, FALL 2005 CALCULUS I: LECTURE SECTIONS 10, 30
Comparison of Cartan's and OlverPohjanpelto's Structure Equations of Lie Pseudo-Groups
Exterior Calculus and Maxwell's Equations Junior Colloquium
Symetries et resolution d'equations differentielles ordinaires du premier ordre
Equivalence Problems Francis Valiquette
Differential Invariant Algebra of the Infeld-Rowlands Francis Valiquette
Moving frames for Lie pseudo-groups (Junior Colloquium)
Francis Valiquette Citizenship : Canadian
Discrtisation invariante des quations diffrentielles Colloque panqubcois de l'ISM
Comment on `Invariants of differential equations defined by vector fields'
Equivalence of Coframes Math 8366 (Riemannian Geometry)
Varieties with Degenerate Gauss Maps Adil Ali and Francis Valiquette
Discretizations preserving all Lie point symmetries of the Korteweg-de Vries equation
Moving frames for Lie pseudo-groups (Preliminary Oral Examination)
Francis Valiquette School of Mathematics, University of Minnesota, Minneapolis, USA
Applications of Moving Frames to Lie Pseudo-Groups A DISSERTATION