CARUSO, NOE ANGELO

CARUSO, NOE ANGELO  

Dipartimento di Scienze Umane  

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Titolo Data di pubblicazione Autore(i) File
A Note on the Krylov Solvability of Compact Normal Operators on Hilbert Space 1-gen-2023 Caruso, N
Analytical Model for Fines Migration During Water Injection 1-gen-2014 Bedrikovetsky, P; Caruso, N
Convergence analysis of LSQR for compact operator equations 1-gen-2019 Caruso, N; Novati, P
Convergence of the conjugate gradient method with unbounded operators 1-gen-2022 Caruso, N; Michelangeli, A
Inverse Linear Problems on Hilbert Space and their Krylov Solvability 1-gen-2022 Caruso, N; Michelangeli, A
Krylov solvability of unbounded inverse linear problems 1-gen-2021 Caruso, N; Michelangeli, A
Krylov solvability under perturbations of abstract inverse linear problems 1-gen-2023 Caruso, N; Michelangeli, A
Moral Distress in Oncology: A Descriptive Study of Healthcare Professionals 1-gen-2023 Guariglia, L.; Terrenato, I.; Iacorossi, L.; D'Antonio, G.; Ieraci, S.; Torelli, S.; Nazzicone, F.; Petrone, F.; Caruso, A.
On a comparison between absolute and relative self-adjoint extension schemes 1-gen-2024 Caruso, N; Michelangeli, A; Ottolini, A
On general convergence behaviours of finite-dimensional approximants for abstract linear inverse problems 1-gen-2022 Caruso, N; Alessandro, A; Novati, P
On Krylov Methods in Infinite-dimensional Hilbert Space 1-gen-2019 Caruso, N
On Krylov solutions to infinite-dimensional inverse linear problems 1-gen-2019 Caruso, N; Michelangeli, A; Novati, P
Spontaneous morphing of equibiaxially pre-stretched elastic bilayers: The role of sample geometry 1-gen-2018 Caruso, Noe Angelo; Cvetković, A.; Lucantonio, Alessandro; Noselli, Giovanni; De Simone, Antonio
Structural properties of Krylov subspaces, Krylov solvability, and applications to unbounded self-adjoint operators 1-gen-2025 Caruso, Noè Angelo