ANA-PDE 2027
Analytical and Numerical Advances for Partial Differential Equations
11–12 February 2027 · University of Naples Parthenope, Italy
11–12 February 2027 · University of Naples Parthenope, Italy
Dates
11–12 February 2027
Venue
Palazzo Pacanowski, University of Naples Parthenope
Via Generale Parisi 13, 80132 Naples, Italy
Organizers
Pasquale De Luca and Gianpaolo Piscitelli
University of Naples Parthenope
ANA-PDE will be a two-day collaborative working session on the analysis and reliable computation of nonlinear and nonlocal spectral problems. Its central objective is to connect rigorous qualitative information — variational structure, symmetry, regularity, spectral stability and asymptotic behavior — with numerical methods that preserve or verify these properties. The session will focus on elliptic and fractional operators, nonlinear eigenvalue problems, and inverse problems in which coefficients or geometries are inferred from spectral or boundary data.
Participants will work on two benchmark problems selected before the meeting, addressing the following questions:
How do nonlinearity, nonlocality and geometric perturbations affect spectra, eigenfunctions and stability?
Which spectral or boundary measurements determine coefficients, interactions or geometric features?
How can numerical discretizations and data-driven solvers preserve variational structure and provide accurate approximations?
A special issue of Communications in Mathematical Analysis and Applications (CMAA) associated with the workshop is being planned. The tentative deadline for paper submissions is July 2027; further details are available on the Special Issue page.