University Time-dependent Ginzburg / The University of Akron / University of Cergy-Pontoise Symmetry / Purdue University / /
IndustryTerm
orthogonal / order free energy / stable solutions / elastic energy / magneto-elastic energy / free energy / symmetric solutions / exchange energy / natural energy / classical solution / periodic solutions / stationary solutions / energy terms / energy / /
Organization
University of Cergy-Pontoise Symmetry / Department of Mathematics / University of Akron / Indiana University / Purdue University / Technion / /
Person
Lia Bronsard / YANIV ALMOG / Qingfeng Ma / M. Chipot / V / DMITRY GOLOVATY / PETER STERNBERG / Stan Alama / Jacob Rubinstein / Adriano Pisante / Kevin Zumbrun / VINCENT MILLOT / /
Singular perturbations and the Ginzburg-Landau model (CAIMS) Perturbations singuli` eres et le mod` ele de Ginzburg-Landau (SCMAI) (Org: Stan Alama and/et Lia Bronsard (McMaster))