Myriam Comte

Sorbonne Université — France

Mathematics · Physical Sciences

13h-index443citations33works0.02yr avg
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Research Topics

Nonlinear Partial Differential Equations(12), Advanced Mathematical Modeling in Engineering(12), Stability and Controllability of Differential Equations(5), Differential Equations and Boundary Problems(4), Geometric Analysis and Curvature Flows(3)

Publications33 total

Analysis and Simulation of a Model of Phosphorus Uptake by Plant Roots
Springer optimization and its applications·2018· 1 citedOpen Access
Finite Element Model of Soil Water and Nutrient Transport with Root Uptake: Explicit Geometry and Unstructured Adaptive Meshing
Transport in Porous Media·2014· 14 citedOpen Access
Emi fährt in die Niederlande. Zur Sichtbarkeit und Unsichtbarkeit zweier seiner Übersetzerinnen. Ein Vergleich.
Utrecht University Repository (Utrecht University)·2014Open Access
Die 95 Thesen Martin Luthers in niederländischen und deutschen Versionen
Utrecht University Repository (Utrecht University)·2013Open Access
Analysis of a model of phosphorus uptake by plant roots
Journal of Evolution Equations·2013· 1 cited
A PROJECTION APPROACH TO THE NUMERICAL ANALYSIS OF LIMIT LOAD PROBLEMS
Mathematical Models and Methods in Applied Sciences·2011· 5 cited
Approximation of maximal Cheeger sets by projection
ESAIM Mathematical Modelling and Numerical Analysis·2008· 28 citedOpen Access
Ge Base Profile Engineering in SiGe:C HBTs for Power Amplifier Applications : Influence on Current Gain and Input Impedance over a Wide Range of Temperature
HAL (Le Centre pour la Communication Scientifique Directe)·2008
Thomas Lachand-Robert--memorial volume.
HAL (Le Centre pour la Communication Scientifique Directe)·2008
On a weighted total variation minimization problem
Journal of Functional Analysis·2007· 52 cited
On the selection of maximal Cheeger sets
Project Euclid (Cornell University)·2007· 5 citedOpen Access
On the selection of maximal Cheeger sets
Differential and Integral Equations·2007· 31 citedOpen Access
On the Newton partially flat minimal resistance body type problems
Journal of the European Mathematical Society·2005· 1 citedOpen Access
On the Newton Body Type Problems
Birkhäuser-Verlag eBooks·2005
ON THE HESSIAN OF THE ENERGY FORM IN THE GINZBURG–LANDAU MODEL OF SUPERCONDUCTIVITY
Reviews in Mathematical Physics·2004· 5 cited
On the hessian of the energy form in the Ginzburg-Landau model of superconductivity
HAL (Le Centre pour la Communication Scientifique Directe)·2004· 1 cited
Functions and Domains Having Minimal Resistance Under a Single-Impact Assumption
SIAM Journal on Mathematical Analysis·2002· 27 cited
Existence of minimizers for Newton's problem of the body of minimal resistance under a single impact assumption
Journal d Analyse Mathématique·2001· 50 cited
Newton's problem of the body of minimal resistance under a single-impact assumption
Calculus of Variations and Partial Differential Equations·2001· 71 cited
Multiplicity and stability topics in semilinear parabolic equations
Differential and Integral Equations·2000· 3 citedOpen Access
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Frequent Co-authors

Petru Mironescu(6), Guillaume Carlier(4), Thomas Lachand-Robert(3), Guillaume Carlier(2), Gabriel Peyré(2), M.C. Knaap(2), Pierre-Henri Tournier(2), Alain Haraux(2), Giuseppe Buttazzo(1), A. Carpio(1), Roger Lewandowski(1), Frédéric Hecht(1), Myrto Sauvageot(1), Ioan R. Ionescu(1), Giuseppe Buttazzo(1), Gabriella Tarantello(1), Jesús Ildefonso Díaz Díaz(1), M. Sauvageot(1), Jean‐Michel Coron(1), Sergio Guerrero(1)