Finding descending sequences through ill-founded linear orders J Le Goh, A Pauly, M Valenti
The Journal of Symbolic Logic 86 (2), 817-854, 2021
22 2021 Algebraic properties of the first-order part of a problem G Solda, M Valenti
Annals of Pure and Applied Logic 174 (7), 103270, 2023
10 2023 The open and clopen Ramsey theorems in the Weihrauch lattice A Marcone, M Valenti
The Journal of Symbolic Logic 86 (1), 316-351, 2021
7 2021 A journey through computability, topology and analysis M Valenti
Ph. D. thesis, Universitá degli Studi di Udine, 2021
4 2021 Minimal covers in the Weihrauch degrees S Lempp, JS Miller, A Pauly, MI Soskova, M Valenti
arXiv preprint arXiv:2311.12676, 2023
3 2023 Effective aspects of Hausdorff and Fourier dimension A Marcone, M Valenti
Computability 11 (3-4), 299-333, 2022
2 2022 On the descriptive complexity of Salem sets A Marcone, M Valenti
arXiv preprint arXiv:2009.09888, 2020
2 2020 The tree pigeonhole principle in the Weihrauch degrees D Dzhafarov, R Solomon, M Valenti
arXiv preprint arXiv:2312.10535, 2023
1 2023 A jump operator on the Weihrauch degrees U Andrews, S Lempp, A Marcone, JS Miller, M Valenti
arXiv preprint arXiv:2402.13163, 2024
2024 The weakness of finding descending sequences in ill-founded linear orders JL Goh, A Pauly, M Valenti
arXiv preprint arXiv:2401.11807, 2024
2024 Is there a jump in the Weihrauch lattice? M Valenti
2023 The first-order part of computational problems M Valenti
2022 The Weihrauch lattice at the level of V Cipriani, A Marcone, M Valenti
arXiv preprint arXiv:2210.15556, 2022
2022 Categorifying computable reducibilities D Trotta, M Valenti, V de Paiva
arXiv preprint arXiv:2208.08656, 2022
2022 New operators on Weihrauch degrees and their applications to separation results M Valenti
COMPUTING THE FOURIER DIMENSION M VALENTI
On the descriptive complexity of Salem sets M Valenti
