Marco Bresciani
Short vita:
- Postdoc at FAU Erlangen-Nürnberg in the group of Manuel Friedrich (09.2022-present)
- Project assistant at TU Wien in the group of Elisa Davoli (01.2020-08.22)
- PhD candidate at the University of Vienna supervised by Elisa Davoli and M. Kružík (10.2019-09.2022)
- Project assistant at the University of Vienna in the group of Elisa Davoli (05.2019-12.2019)
- Master in Mathematics at the University of Pavia (10.2016-04.2019)
- Bachelor in Mathematics at the University of Trento (09.2011-07.2016)
Research interests:
- Calculus of Variations (existence of minimizers, relaxation)
- Continuum Mechanics (nonlinear elasticity and magnetoelasticity)
- Dimension reduction (plate theories, Γ-convergence)
- Free-discontinuity problems (cavitation and fracture)
- Evolution problems (rate-independent systems, coupled problems in PDEs)
- Materials Science (dislocation theory)
Publications:
- Quasistatic evolutions in magnetoelasticity under subcritical coercivity assumptions, submitted. (preprint)
- with M. Kružík, A reduced model for plates arising as low-energy Γ-limit in nonlinear magnetoelasticity, accepted in SIAM J. Math. Anal. (preprint)
- with E. Davoli and M. Kružík, Existence results in large-strain magnetoelasticity, Ann. Inst. H. Poincaré Anal. Nonlinéaire (2022). (link, preprint)
- Linearized von Kármán theory for incompressible magnetoelastic plates, Math. Mod. Meth. Appl. Sci. (2020). (link, preprint)