Roots of the phase operators.
Rosenthal and semi-Tauberian linear relations in normed spaces
The class of Rosenthal linear relations in normed spaces is introduced and studied in terms of their first and second conjugates. We investigate the relationship between a Rosenthal linear relation and its conjugate. In this paper, we also study the semi-Tauberian linear relations following the pattern followed for the study of the Tauberian linear relations. We prove that the semi-Tauberian linear relations share some of the properties of Tauberian linear relations and they are related to Rosenthal...
Rotation methods in operator ergodic theory.
Rothe's Method and Weak Solutions of Perturbed Evolution Equations in Reflexive Banach Spaces.
Rough and strongly rough norms on Banach spaces
Rough paths via sewing Lemma
We present the rough path theory introduced by Lyons, using the swewing lemma of Feyel and de Lapradelle.