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Continuous logic in a classical setting 2024 Claudio Agostini; Stefano Baratella; Silvia Barbina; Luca Motto Ros; Domenico Zambella
Generalized Polish spaces at regular uncountable cardinals 2023 Agostini C.; Motto Ros L.; Schlicht P.
A CLASSIFICATION of the WADGE HIERARCHIES on ZERO-DIMENSIONAL POLISH SPACES 2023 Carroy R.; Motto Ros L.; Scamperti S.
Anti-classification results for groups acting freely on the line 2023 Calderoni, Filippo; Marker, David; Motto Ros, Luca; Shani, Assaf
Souslin quasi-orders and bi-embeddability of uncountable structures 2022 Alessandro Andretta; Luca Motto Ros
A descriptive Main Gap Theorem 2021 Mangraviti F.; Motto Ros L.
Uncountable structures are not classifiable up to bi-embeddability 2020 Calderoni F.; Mildenberger H.; Motto Ros L.
Polish metric spaces with fixed distance set 2020 Camerlo R.; Marcone A.; Motto Ros L.
On isometry and isometric embeddability between ultrametric Polish spaces 2018 Camerlo, Riccardo; Marcone, Alberto*; Motto Ros, Luca
Universality of group embeddability 2018 Filippo, Calderoni; Luca Motto Ros,
Can we classify complete metric spaces up to isometry? 2017 Motto Ros, Luca
The Hurewicz dichotomy for generalized Baire spaces 2016 Luecke, Philipp; Motto Ros, Luca; Schlicht, Philipp
Wadge-like reducibilities on arbitrary quasi-Polish spaces 2015 MOTTO ROS L; SCHLICHT P; SELIVANOV V
Lipschitz and uniformly continuous reducibilities on ultrametric Polish spaces 2014 MOTTO ROS L; SCHLICHT P
Bad Wadge-like reducibilities on the Baire space 2014 MOTTO ROS L
Invariantly universal analytic quasi-orders 2013 CAMERLO R; MARCONE A; MOTTO ROS L
The descriptive set-theoretical complexity of the embeddability relation on models of large size 2013 MOTTO ROS L
On the structure of finite level and omega-decomposable Borel functions 2013 MOTTO ROS L
Some observations on `A new proof of a theorem of Jayne and Rogers' 2013 KACENA M; MOTTO ROS L; SEMMES B
On the complexity of the relations of isomorphism and bi-embeddability 2012 MOTTO ROS L
Mostrati risultati da 1 a 20 di 27
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