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1. Initial data identification in space dependent conservation laws and Hamilton-Jacobi equations.

2. Conservation laws and Hamilton–Jacobi equations with space inhomogeneity.

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3. Infectious Disease Spreading Fought by Multiple Vaccines Having a Prescribed Time Effect.

4. Vaccination strategies through intra—compartmental dynamics.

5. Well‐posedness and control in a hyperbolic–parabolic parasitoid–parasite system.

6. Well posedness and control in renewal equations with nonlocal boundary conditions.

7. Well Posedness and Control in a NonLocal SIR Model.

8. On the 1D modeling of fluid flowing through a Junction.

9. An age and space structured SIR model describing the Covid-19 pandemic.

10. ON THE MICROSCOPIC MODELING OF VEHICULAR TRAFFIC ON GENERAL NETWORKS.

13. Modelling crowd movements in domains with boundaries.

15. NONLOCAL CONSERVATION LAWS IN BOUNDED DOMAINS.

17. IBVPs for scalar conservation laws with time discontinuous fluxes.

18. OPTIMIZATION IN STRUCTURE POPULATION MODELS THROUGH THE ESCALATOR BOXCAR TRAIN.

19. CONTROL OF BIOLOGICAL RESOURCES ON GRAPHS.

20. Risk Differences Between Prediabetes And Diabetes According To Breast Cancer Molecular Subtypes.

21. BV Solutions to 1D isentropic Euler equations in the zero mach number limit.

22. A COUPLING BETWEEN A NON-LINEAR 1D COMPRESSIBLE-INCOMPRESSIBLE LIMIT AND THE 1D p-SYSTEM IN THE NON SMOOTH CASE.

23. BIOLOGICAL AND INDUSTRIAL MODELS MOTIVATING NONLOCAL CONSERVATION LAWS: A REVIEW OF ANALYTIC AND NUMERICAL RESULTS.

24. A traffic model aware of real time data.

25. A mixed ODE-PDE model for vehicular traffic.

26. Intraoperative radiotherapy in early breast cancer.

28. NONLOCAL SYSTEMS OF CONSERVATION LAWS IN SEVERAL SPACE DIMENSIONS.

29. ON THE NUMERICAL INTEGRATION OF SCALAR NONLOCAL CONSERVATION LAWS.

32. A Note on Alberti's Rank-One Theorem.

34. PHASE TRANSITIONS IN HYPERBOLIC CONSERVATION LAWS.

35. Occupational and non-occupational attributable risk of asbestos exposure for malignant pleural mesothelioma.

37. Modelling the dynamics of granular matter.

38. A CLASS OF NONLOCAL MODELS FOR PEDESTRIAN TRAFFIC.

40. A 2-PHASE TRAFFIC MODEL BASED ON A SPEED BOUND.

41. ROAD NETWORKS WITH PHASE TRANSITIONS.

43. EULER SYSTEM FOR COMPRESSIBLE FLUIDS AT A JUNCTION.

45. ON THE CAUCHY PROBLEM FOR THE p-SYSTEM AT A JUNCTION.

46. Hyperbolic Balance Laws with a Non Local Source.

47. Non local balance laws in traffic models and crystal growth.