Sfoglia per Dipartimento Dipartimento di Matematica Federigo Enriques
EVOLUTION EQUATIONS WITH APPLICATIONS TO POPULATION DYNAMICS
2021
FUNCTIONAL PROPERTIES OF P-DE BRANGES SPACES
2022
GAUSSIAN PROCESSES FOR 3D SHAPE MODELLING OF NOISY AND INCOMPLETE DATA. AN APPLICATION TO HUMAN EARS RECONSTRUCTION
2022
GLOBAL GRADIENT BOUNDS FOR SOLUTIONS OF PRESCRIBED MEAN CURVATURE EQUATIONS ON RIEMANNIAN MANIFOLDS
2021
HOMOTOPY SETOIDS AND GENERALIZED QUOTIENT COMPLETION
2022
LINEAR SYSTEMS ON IRREDUCIBLE HOLOMORPHIC SYMPLECTIC MANIFOLDS
2021
LONG TIME BEHAVIOR OF LINEAR AND NONLINEAR WAVES:LARGE LARGE AMPLITUDE TRAVELING QUASI-PERIODIC SOLUTIONS IN FLUID MECHANICS AND DYNAMICS OF LINEAR WAVE EQUATIONS
2025
MIXED GRADED MODULES IN HOMOTOPY LIE THEORY
2022
MODELLING AND NUMERICAL STUDY OF MARBLE SULPHATION IN CULTURALE HERITAGE: A RANDOM PDE-ODE SYSTEM
2025
MOTIVIC HOCHSCHILD HOMOLOGY
2025
NETWORKS OF GROUP EQUIVARIANT NON-EXPANSIVE OPERATORS FOR ARTIFICIAL INTELLIGENCE. MODELS, APPLICATIONS AND INTERPRETABILITY.
2025
NORMAL FORM AND KAM METHODS FOR HIGHER DIMENSIONAL LINEAR PDES
2020
ON DERIVED DE RHAM COHOMOLOGY
2020
ON SOME GEOMETRIC PROPERTIES OF 𝜑-STATIC SPACES
2023
ON THE AXIOMATISABILITY OF THE DUAL OF COMPACT ORDERED SPACES
2021
ON THE LINEAR INSTABILITY OF HIGHER DIMENSIONAL WORMHOLES SUPPORTED BY SELF-INTERACTING PHANTOM SCALAR FIELDS
2021
OVERCONVERGENT MODULAR AND DE RHAM SHEAVES AND P-ADIC ITERATION OF THE GAUSS-MANIN CONNECTION
2022
PERIODIC AND QUASI-PERIODIC ORBITS IN NEARLY INTEGRABLE HAMILTONIAN SYSTEMS
2021
QUANTITATIVE STABILITY VIA THE METHOD OF MOVING PLANES: APPROXIMATE SYMMETRY FOR OVERDETERMINED AND RIGIDITY PROBLEMS
2024
REGULARITY RESULTS FOR QUASILINEAR EQUATIONS OF ANISOTROPIC TYPE AND OF MIXED LOCAL-NONLOCAL TYPE
2024
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