ELEMENTS FINIS/ FINITE ELEMENTS: THEORIE, APPLICATIONS, MISE EN OEUVRE/ THEORY, APPLICATIONS, IMPLEMENTATION by ALEXANDRE ERN, JEAN-LUC GUERMOND - 2002
Jean-Luc Guermond, Department of Mathematics, Texas A&M University
FAST ESTIMATION OF THE MAXIMUM SPEED OF PROPAGATION IN THE RIEMANN PROBLEM FOR THE EULER EQUATIONS References
On the construction of suitable weak solutions for the incompressible Navier-Stokes equations, par Jean-Luc Guermond on Vimeo
Numerical Analysis at Department of Mathematics, Texas A&M University
Jean-Luc Guermond's research works | Texas A&M University, Texas (TAMU) and other places
Baylor University Colloquium
Jean-Luc Guermond's research works | Texas A&M University, Texas (TAMU) and other places
Jean-Luc Guermond's research works | Texas A&M University, Texas (TAMU) and other places
High-fidelity calculations with quantified uncertainties: Helping underpin confidence in the nuclear deterrent | Texas A&M University Engineering
Jean-Luc Guermond's research works | Texas A&M University, Texas (TAMU) and other places
Baylor University || Engineering || Baylor Engineering and Research Seminar || Summer 2008
Mathématiques et Applications Ser.: Elements Finis : Theorie, Applications, Mise en Oeuvre by Jean-Luc Guermond and Alexandre Ern (2002, Trade Paperback) for sale online | eBay
Jean-Luc Guermond's research works | Texas A&M University, Texas (TAMU) and other places
Jean-Luc Guermond's research works | Texas A&M University, Texas (TAMU) and other places
Mollification in strongly Lipschitz domains with application to continuous and discrete de rham complexes