MARTA, ALESSIO
MARTA, ALESSIO
Dipartimento di Matematica Federigo Enriques
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Risultati 1 - 5 di 5 (tempo di esecuzione: 0.0 secondi).
Unveiling Transformer Perception by Exploring Input Manifolds
2026 A. Benfenati, A. Ferrara, A. Marta, D. Riva, E. Rocchetti
Unveiling Transformer Perception by Exploring Input Manifolds
2024 A. Benfenati, A. Ferrara, A. Marta, D. Riva, E. Rocchetti
A singular Riemannian geometry approach to deep neural networks II. reconstruction of 1-D equivalence classes
2023 A. Benfenati, A. Marta
A singular Riemannian geometry approach to Deep Neural Networks I. Theoretical foundations
2023 A. Benfenati, A. Marta
A PROPAGATION OF SINGULARITIES THEOREM AND A WELL-POSEDNESS RESULT FOR THE KLEIN-GORDON EQUATION ON ASYMPTOTICALLY ANTI-DE SITTER SPACETIMES WITH GENERAL BOUNDARY CONDITIONS
2022 A. Marta
| Titolo | Data di pubblicazione | Autori | Tipo | File | Abstract |
|---|---|---|---|---|---|
| Unveiling Transformer Perception by Exploring Input Manifolds | 2026 | Benfenati AlessandroFerrara AlfioMarta AlessioRiva DavideRocchetti Elisabetta | Book Part (author) | - | |
| Unveiling Transformer Perception by Exploring Input Manifolds | 2024 | Alessandro BenfenatiAlfio FerraraAlessio MartaDavide RivaElisabetta Rocchetti | Article (author) | - | |
| A singular Riemannian geometry approach to deep neural networks II. reconstruction of 1-D equivalence classes | 2023 | Alessandro BenfenatiAlessio Marta | Article (author) | - | |
| A singular Riemannian geometry approach to Deep Neural Networks I. Theoretical foundations | 2023 | Alessandro BenfenatiAlessio Marta | Article (author) | - | |
| A PROPAGATION OF SINGULARITIES THEOREM AND A WELL-POSEDNESS RESULT FOR THE KLEIN-GORDON EQUATION ON ASYMPTOTICALLY ANTI-DE SITTER SPACETIMES WITH GENERAL BOUNDARY CONDITIONS | 2022 | MARTA, ALESSIO | Doctoral Thesis | - |