Thanks to my Mathematical Analysis 1 students for the photorealistic sketch.

Manlio Valenti

Visiting Assistant Professor
Department of Mathematics
University of Wisconsin - Madison

Email:

Research interests

My research is focused on computable analysis, Weihrauch reducibility and (effective) descriptive set theory.

Papers

Selected talks

05.2022
New operators on Weihrauch degrees and their applications to separation results, Leeds Computability Days, invited talk
03.2022
The first-order part of Weihrauch degrees, Online Logic Seminar, invited talk
07.2021
Algebraic properties of the first-order part of a problem, LC 2021
07.2021
The Cantor-Bendixon theorem in the Weihrauch lattice, CiE 2021
06.2021
The uniform strength of descending sequences, ASL North American Annual Meeting 2021, special session in Computability Theory, invited talk.
04.2021
Ill-founded orders and Weihrauch degrees, Oberwolfach Workshop 2117 "Computability theory"
11.2020
On the descriptive complexity of Fourier dimension and Salem sets, CTA computability seminar, invited talk.
10.2020
Fractal dimensions and descriptive set theory, PennState Logic Seminar, invited talk.
09.2020
Computing the Fourier dimension, CCC 2020
07.2020
Finding descending sequences in ill-founded linear orders, CiE 2020
10.2019
The open and clopen Ramsey theorems in the Weihrauch lattice, UW-Madison Logic Seminar, invited talk
07.2019
The open and clopen Ramsey theorems in the Weihrauch lattice, CiE 2019

Teaching