معرفی
Marco Veneroni is Associate Professor at the Department of Mathematics, University of Pavia. His research spans multiple fields including Partial Differential Equations, Calculus of Variations, and Optimal Transportation, with applications to materials science, biology, and engineering.
- Specializes in gradient flows and Wasserstein metrics for imaging and chemical processes
- Contributes to stochastic homogenization and elasto-plasticity models
- Research includes nematic liquid crystals, diblock copolymers, and cardiac electric field modeling
Veneroni teaches courses like Mathematical Analysis and Advanced Mathematical Methods. He has supervised numerous students through tutoring programs and pre-course initiatives. His work involves collaborations across McGill University, TU Dortmund, and Università degli Studi di Pavia.
حوزههای پژوهشی
Partial differential equationsCalculus of variationsLiquid crystalsCell membranesPolymersPlastic materialsElectrocardiologyGradient flowsOptimal transportationStochastic homogenizationHysteresisDifferential inclusionsElasto-plasticity modelsSurface energies for nematic shellsMulticomponent lipid membranesHelfrich and Willmore functionalsLine patterns in diblock copolymersEikonal equationCardiac electric field modelingDegenerate parabolic PDEsReaction-Diffusion systems
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