D. Azevedo

collaborators

2 papers

math.DS2025

Limits of sequences of volume preserving homeomorphisms in $W^{1, p}$ , for $0 < p < 1$

Assis Azevedo, Davide Azevedo

If $I^c ◯$ is an open subset of $R$ and $p > 0$ then the elements of $W^{1, p} (I^c ◯)$ can be seen as the pairs $(f, F) \in L^{p} (I^c ◯) \times (L^{p} (I^c ◯))^{d}$ such that there exists a sequen…

math.DS2025

Genericity of ergodicity for Sobolev homeomorphisms

Assis Azevedo, Davide Azevedo, MÃ¡rio Bessa +1

In this paper we obtain a weak version of Lusin's theorem in the Sobolev- $(1, p)$ uniform closure of volume preserving Lipschitz homeomorphisms on closed and connected $d$ -dimension…

Limits of sequences of volume preserving homeomorphisms in W1,p, for 0<p<1

Genericity of ergodicity for Sobolev homeomorphisms

Limits of sequences of volume preserving homeomorphisms in $W^{1, p}$ , for $0 < p < 1$