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Ghoussoub, Nassif - Department of Mathematics, University of British Columbia
Maximal monotone operators are selfdual vector fields and Nassif Ghoussoub
Homogenization of maximal monotone vector fields via selfdual variational calculus
A Self-dual Polar Factorization for Vector Fields Nassif Ghoussoub
C. R. Math. Rep. Acad. Sci. Canada Vol. 30 (3) 2008, pp. 6583 ON THE EXISTENCE OF HAMILTONIAN PATHS
ILLINOIS JOURNAL OF MATHEMATICS Volume 34, Number 3, Fall 1990
A Theory of Anti-Selfdual Lagrangians: Nonlinear case Nassif Ghoussoub
The critical dimension for a fourth order elliptic problem with singular nonlinearity
The mother of most Gaussian and Euclidean inequalities , N. Ghoussoub
Mathematics: A Tool for Questioning
Anti-symmetric Hamiltonians (II): Variational resolutions for Navier-Stokes and other nonlinear evolutions
Courant Lecture Notes in Mathematics Volume 20 Executive Editor
On the Best Constant in the Moser-Onofri-Aubin Inequality Nassif Ghoussoub 1
Estimates for the quenching time of a parabolic equation modeling electrostatic MEMS
Simultaneous preconditioning and symmetrization of non-symmetric linear systems
On the Henon-Lane-Emden conjecture Mostafa Fazly
A Self-dual Polar Factorization for Vector Fields Nassif Ghoussoub
Bibliography [1] M. Abramowitz, and I.A. Stegun, Handbook of Mathematical Functions with Formulas, Graphs, and
Functional Inequalities: New Perspectives and New Applications
