Study on the MAO-A and MAO-B inhibitory properties of a series of new coumarin derivatives for the treatment of Parkinson's disease

Traballo fin de mestrado (UDC.CIE). Neurociencia. Curso 2015/201

Bos Aires desde a lembranza. Entrevista con Inés Canosa.

Sin resume

Applying Joint Modelling Regression Approaches in Biomedical Data Science

In recent years, the technological revolution is allowing the collection of an enormous amount of data of different types, creating enormously complex databases that require the collaboration of statisticians and clinicians to carry out a biomedical study with guarantees, applying the tools of data science. This requires the development of new statistical techniques. This thesis focuses on joint modelling regression models for multivariate responses. Specifically, we study the cases of two and three continuous outcomes, as well as models for longitudinal and survival data. These techniques are applied in three studies of major epidemiological importance: liver damage and survival in COVID-19 patients, perinatal mental health during the COVID-19 pandemic, and the study of thyroid-related hormones

Espacios de negación. El legado crítico de Adorno y Horkheimer.

Sin resume

The geometry of modified Riemannian extensions

We show that every paracomplex space form is locally isometric to a modified Riemannian extension and give necessary and sufficient conditions so that a modified Riemannian extension is Einstein. We exhibit Riemannian extension Osserman manifolds of signature (3,3) whose Jacobi operators have non-trivial Jordan normal form and which are not nilpotent. We present new four dimensional results in Osserman geometry