Add to ORKGA self-contained introduction to typical properties of volume preserving homeomorphisms
In this paper we solve a question of Mauldin and Ulam about transformations preserving homeomorphic ...
This paper begins what the author hopes is a very thorough study of the nature of groups of homeomor...
31 pages, companion to the paper Entropy of C1 diffeomorphisms without a dominated splitting (arxiv:...
This 2000 book provides a self-contained introduction to typical properties of homeomorphisms. Examp...
AbstractFor n≥2, every n-dimensional compact manifold X admits a chaotic homeomorphism. The set of a...
In this paper we prove a Lusin theorem for the space of Sobolev-(1,p) volume preserving homeomorphis...
Given a measure space X and a self map T: X ~ X one can show the existence of a T-invariant measure ...
We establish the existence of self-homeomorphisms of Rn, n & 2, which are chaotic in the sense o...
We establish the existence of self-homeomorphisms of Rn, n ≥ 2, which are chaotic in the sense of De...
In this text, we study homeomorphisms Gromov-Hausdorff (GH) topologically stable. In this sense, we ...
AbstractThe notion of being a Whitney preserving map is introduced. Conditions are given on a space ...
In this survey, we consider several questions pertaining to homeomorphisms, including criteria for t...
We describe homotopy classes of self-homeomorphisms of solenoids and Knaster continua. In particular...
No presente trabalho apresentamos um estudo sobre a dinâmica de homeomorfismos do toro homotópicos à...
AbstractIn this paper we solve a question of Mauldin and Ulam about transformations preserving homeo...
In this paper we solve a question of Mauldin and Ulam about transformations preserving homeomorphic ...
This paper begins what the author hopes is a very thorough study of the nature of groups of homeomor...
31 pages, companion to the paper Entropy of C1 diffeomorphisms without a dominated splitting (arxiv:...
This 2000 book provides a self-contained introduction to typical properties of homeomorphisms. Examp...
AbstractFor n≥2, every n-dimensional compact manifold X admits a chaotic homeomorphism. The set of a...
In this paper we prove a Lusin theorem for the space of Sobolev-(1,p) volume preserving homeomorphis...
Given a measure space X and a self map T: X ~ X one can show the existence of a T-invariant measure ...
We establish the existence of self-homeomorphisms of Rn, n & 2, which are chaotic in the sense o...
We establish the existence of self-homeomorphisms of Rn, n ≥ 2, which are chaotic in the sense of De...
In this text, we study homeomorphisms Gromov-Hausdorff (GH) topologically stable. In this sense, we ...
AbstractThe notion of being a Whitney preserving map is introduced. Conditions are given on a space ...
In this survey, we consider several questions pertaining to homeomorphisms, including criteria for t...
We describe homotopy classes of self-homeomorphisms of solenoids and Knaster continua. In particular...
No presente trabalho apresentamos um estudo sobre a dinâmica de homeomorfismos do toro homotópicos à...
AbstractIn this paper we solve a question of Mauldin and Ulam about transformations preserving homeo...
In this paper we solve a question of Mauldin and Ulam about transformations preserving homeomorphic ...
This paper begins what the author hopes is a very thorough study of the nature of groups of homeomor...
31 pages, companion to the paper Entropy of C1 diffeomorphisms without a dominated splitting (arxiv:...