Flavia Smarrazzo
Biografia
Personal data:
- Date and place of birth: 26 November 1980, Roma (Italy)
- Nationality: Italian
Education:
- May 7th, 2009: Ph.D in Mathematics, “Sapienza” Università di Roma. Title of the thesis: “Quasilinear forward-backward equations”. Supervisor: Prof. Alberto Tesei.
- October 2004-February 2009: Doctoral fellow in Mathematics (XX ciclo), ”Sapienza” Università di Roma.
- July 15th, 2004: Bachelor in Mathematics, “Sapienza” Università di Roma.
Positions:
- From February 2022: Professoressa di II fascia (01/A3 – MAT/05), Università Campus Bio-Medico di Roma.
- From September 2019: Ricercatore a tempo determinato-tipo b), Università Campus Bio-Medico di Roma.
- From January 2015: Researcher (“tempo determinato-tipo A”) at Università Campus Bio-Medico di Roma.
- April 2013-March 2014: Postdoc position, Department of Mathematics “G. Castelnuovo”, “Sapienza” Università di Roma.
- April 2012-March 2013: Postdoc position, Department of Mathematics “G. Castelnuovo”, “Sapienza” Università di Roma.
- July 2010-June 2011: Postdoc position, Department of Mathematics “G. Castelnuovo”, “Sapienza” Università di Roma.
- March 2009-February 2010: Postdoc position, Department of Mathematics “G. Castelnuovo”, “Sapienza” Università di Roma.
Curriculum
Memberships of research projects
I have participated in the following projects:
- GNAMPA 2020 Singularities and instabilities in nonlinear PDEs.
- GNAMPA 2019 Partially dissipative hyperbolic systems with applications to biological models.
- GNAMPA 2018 Evolution of singularities.
- "Matematica nelle scienze sociali" (from July 2017), Dipartimento di Matematica “G. Castelnuovo”, Sapienza Università di Roma.
- Funds of “Sapienza” Università di Roma: member of the Projects “Ricerca Scientifica 2011/2012/2013”;
Title of the research: “Equazioni di evoluzione non lineari” (Scientific Coordinator: Prof. Alberto Tesei).
- PRIN 2007 (Scientific Coordinator Prof. Mimmo Iannelli);
Title: “Sistemi di reazione-diffusione in dinamica di popolazioni”;
Member of the Project “ Modelli matematici in dinamica di popolazioni morfogenesi”;
Responsible member of the research unit: Prof. Alberto Tesei.
- Member of PRIN 2009 (Scientific Coordinator Prof. Mimmo Iannelli);
Title: “Sistemi di reazione-diffusione in dinamica di popolazioni”;
Local Scientific Coordinator Prof. Alberto Tesei.
– Member of European Project F.I.R.S.T. 2010/2013;
Scientific Coordinator: Prof. Ildefonso Diaz;
Local Coordinator: Prof. Alberto Tesei.
PUBBLICAZIONI
(2018-2022)
- F. Smarrazzo, On a class of quasilinear elliptic equations with degenerate coerciveness and measure data, Advanced Nonlinear Studies Volume 18 Issue 2 (2018) 361-392.
- M. Bertsch, F. Smarrazzo, A. Tesei, On a class of forward-backward parabolic equations: Existence of solutions, Nonlinear Anal. Volume 177 Part A (2018) 46-87.
- S. Moll, F. Smarrazzo, Strong solutions to a parabolic equation with linear growth with respect to the gradient variable, Journal of Differential Equations Volume 264 Issue 11 (2018) 6710- 6751.
- M. Bertsch, F. Smarrazzo, A. Terracina, A. Tesei, Radon measure-valued solutions of first order scalar conservation laws, Advances in Nonlinear Analysis, Volume 9 Issue 1 (2020) 65-107. Published online 2018/08/23, DOI: 10.1515/anona-2018-0056.
- M. Bertsch, F. Smarrazzo, A. Terracina, A. Tesei, A uniqueness criterion for measure-valued solutions of scalar hyperbolic conservation laws, Rend. Lincei Mat. Appl Volume 30, Issue 1 (2019) 137-168.
- F. R. Guarguaglini, M. Papi, F. Smarrazzo, Local and global solutions for a hyperbolic-elliptic model of chemotaxis on a network, Mathematical Models and Methods in Applied Sciences, Volume 29 No. 8 (2019) 1465-1509.
- M. Bertsch, F. Smarrazzo, A. Terracina, A. Tesei, Signed Radon measure-valued solutions of flux saturated scalar conservation laws, Discrete and Continuous Dynamical Systems-A, Volume 40(6) (2020), 3143-3169.
- M. Bertsh, F. Smarrazzo, A. Tesei, On a class of forward-backward parabolic equations: Formation of Singularities, Journal of Differential Equations Volume 269 Issue 9 (2020) 6656-6698.
- M. Bertsch, F. Smarrazzo, A. Terracina, A. Tesei, Discontinuous Solutions of Hamilton–Jacobi Equations Versus Radon Measure-Valued Solutions of Scalar Conservation Laws: Disappearance of Singularities, Journal of Dynamics and Differential Equations. Published online: June 2021.
- M. Bertsch, F. Smarrazzo, A. Terracina, A. Tesei, Discontinuous viscosity solutions of first-order Hamilton-Jacobi equations, Journal of Hyperbolic Differential Equations, 18(4) (2021), pp. 857-898.
- S. Moll, F. Smarrazzo, The Neumann problem for one-dimensional parabolic equations with linear growth Lagrangian: evolution of singularities, Journal of Evolution Equations 22(4), 79 (2022).
- Noncoercive diffusion equations with Radon measures as initial data, Journal of the London Mathematical Society 105(3) (2022) pp. 1823–1896.
- M. M. Porzio, F. Smarrazzo, Existence and uniqueness for a class of nonlinear elliptic equations with measure data, Annali di Matematica Pura ed Applicata 201(2) (2022), pp. 499-528.
- F. Smarrazzo, A. Tesei (2022), Measure Theory and Nonlinear Evolution Equations. Berlin, Boston: De Gruyter, 2022.