You are hereHome Some results on the mathematical analysis of crack problems with forces applied on the fracture lips Candidate: Stefano AlmiSupervisor: Gianni Dal MasoRodica ToaderAcademic Year: 2015-2016Research Group: Mathematical Analysis, Modelling, and ApplicationsPresent Position: PostdocCenter for Mathematics, Technische Universität MünchenFile: Thesis_Almi.pdfPublication Related to the Thesis: S. Almi (Preprint), Quasi-static hydraulic crack growth driven by Darcy's law (2016) S. Almi - G. Dal Maso - R. Toader (Submitted Paper) A lower semicontinuity result for a free discontinuity functional with a boundary term (2015) S. Almi (ESAIM: COCV) Energy release rate and quasi-static evolution via vanishing viscosity in a fracture model depending on the crack opening (2015) S. Almi - G. Dal Maso - R. Toader (Nonlinear Analysis) Quasi-static crack growth in hydraulic fracture (2014) Search form Search Openings Call of interest for positions in mathematics at SISSA Public Calls for Professors Temporary Researchers Post Doctoral Fellowships Open positions in MathLab SISSA Mathematical Fellowships PhD Scolarships SIS Fellowships Pre-PhD Fellowships MSc in Mathematics Master Degree in Data Science and Scientific Computing Professional Master Courses SISSA Mathematics Medals Today's Lectures Numerical solution of PDEs 09:00 to 12:00 Room: Lectures are also streamed on zoom. For all details, see github page: https://github.com/andreacangiani/NSPDE-ANA2024 Recent publications I. Prusak; D. Torlo; M. Nonino; G. Rozza, Optimisation–Based Coupling of... M. Berti; A. Maspero; P. Ventura, Stokes waves at the critical d... S. Carano, Relaxed area of $0$-homogeneou... S. Salavatidezfouli; S. Hajisharifi; M. Girfoglio; G. Stabile; G. Rozza, Applicable Methodologies for t...
