Alice Marveggio

I am a postdoc at the Hausdorff Center for Mathematics (HCM) in the group of Prof. Sergio Conti.
My research interests lie at the intersection of partial differential equations and calculus of variations, with a particular focus on interface evolution problems arising in continuum mechanics.

You can find more information on my personal webpage.

Email: alice.marveggio (at) hcm.uni-bonn.de

Teaching

  • Summer 2025: S5B3 - Graduate Seminar on New Developments in PDE - Geometric methods in Calculus of Variations (together with Dr. Christian Scharrer)

    The seminar will take place every Wednesday at 12:00 in 2.040.

    Plan of the seminar:
    - April 16, 2025: Short closed geodesics and the Willmore energy;
    - April 23, 2025: Numeric of axial symmetric constrained Willmore surfaces;
    - April 30, 2025: Linearization of variational models in brittle fracture (Oberseminar Analysis at 11:15 in the Lipschitz-Saal);
    - May 7, 2025: Second order Gamma-limit for the Cahn-Hilliard functional;
    - May 14, 2025 (Die Academicus): Energy quantization for constrained Willmore surfaces;
    - May 21, 2025: Absolutely continuous functions of several variables;
    - May 28, 2025: Some regularity aspects of the obstacle problem;
    - June 4, 2025: The geometry of dissipative evolution equations;
    - June 11, 2025 (Pentecost week): TBD;
    - June 18, 2025: Quantitative rigidity of graphical perturbations of SO(n);
    - June 25, 2025: TBD;
    - July 2, 2025: TBD;
     

     

  • Winter 2024: S2B2 - Hauptseminar Partielle Differentialgleichungen - Introduction to Variational Methods (together with Dr. Konstantinos Zemas)

    The seminar will take place every Thursday at 16:00 in N 0.007. 
    Students are encouraged to contact the intructors via email to schedule a meeting at least two weeks prior to their presentation.    

    Plan of the seminar:
    - October 10, 2024: Preliminaries pt.1;
    - October 17, 2024: Preliminaries pt.2;
    - October 24, 2024: Preliminaries pt.3;
    - October 31, 2024: Introduction to classical methods & Euler-Lagrange equation;
    - November 7, 2024: Hamiltonian formulation & Hamilton-Jacobi equation;
    - November 14, 2024: Introduction to direct methods, Dirichlet integral, & a general existence theorem;
    - November 21, 2024: Preliminaries pt.4;
    - November 28, 2024: Regularity;
    - December 12, 2024: Introduction to minimal surfaces & generalities about surfaces;
    - December 19, 2024: The Douglas-Courant-Tonelli method;
    - January 9, 2025: Isoperimetric inequality;
    - January 16, 2025: The Modica-Mortola result; 

 

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