Maria Joana Torres

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Person:507558

Available identifiers

zbMath Open torres.maria-joanaMaRDI QIDQ507558

List of research outcomes

PublicationDate of PublicationType
Billiards in generic convex bodies have positive topological entropy2024-03-28Paper
Isospectral Reductions of Non-negative Matrices2023-07-31Paper
Synchronization of coupled map lattices2023-06-13Paper
Stationary measures on infinite graphs2022-09-06Paper
Hyperbolicity through stable shadowing for generic geodesic flows2022-03-17Paper
Expansiveness and hyperbolicity in convex billiards2022-02-10Paper
Topological aspects of incompressible flows2021-08-06Paper
The closing lemma and the planar general density theorem for Sobolev maps2021-04-13Paper
Isospectral reduction in infinite graphs2021-04-09Paper
Gluing orbit property and partial hyperbolicity2020-12-15Paper
There are no proper topological hyperbolic homoclinic classes for area-preserving maps2020-05-27Paper
Sobolev homeomorphisms are dense in volume preserving automorphisms2019-03-22Paper
On the periodic orbits, shadowing and strong transitivity of continuous flows2018-08-07Paper
On shadowing and hyperbolicity for geodesic flows on surfaces2017-06-19Paper
Topological features of flows with the reparametrized gluing orbit property2017-02-06Paper
A discrete Faa di Bruno's formula2015-08-05Paper
\(r\)-regularity2015-07-31Paper
The \(C^0\) general density theorem for geodesic flows2015-06-26Paper
Stability of Non-deterministic Systems2015-06-22Paper
Eigenvectors of isospectral graph transformations2015-05-06Paper
Smoothness of boundaries of regular sets2014-07-11Paper
Shades of hyperbolicity for Hamiltonians2013-11-05Paper
Hyperbolicity and stability for Hamiltonian flows2012-11-22Paper
https://portal.mardi4nfdi.de/entity/Q29063952012-09-05Paper
Extension of functions with bounded finite differences2008-11-26Paper
Spectral stability of Markov systems2008-03-19Paper
Combinatorial stability of non-deterministic systems2006-03-22Paper
Abundance of periodic orbits for typical impulsive flows0001-01-03Paper

Research outcomes over time


Doctoral students

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