I am an assistant profesor at Universidad Rey Juan Carlos. Previously, I had the opportunity to work as a postdoc in the Quantum Information and Foundations Group at Instituto de Física Fundamental IFF-CSIC (Madrid) and in the Quantum Information Group at Imperial College London.
I have had the chance to gain a deep understanding on the static as well as dynamics of inseparability and metrology properties of continuous-variable systems. I addressed the transient and stationary evolution of entanglement supported by harmonic oscillators coupled to a free bosonic field or subjected to thermal non-equilibrium conditions. An attempt to provide a meaningful description have demanded the development of readable tools to characterize multipartite entanglement in either Gaussian and non-Gaussian states. I also studied the use of tensor network (TN) theory to simulate quantum interferometric experiments built on fiber loops, where the toolkit provided by TN has proved to be useful to address their quantum information properties. Recently, I have addressed the description of two-dimensional quantum Brownian motion based on the Abelian topological massive gauge field theory, which is considered to be the most general as well as simple U(1) gauge invariant description of striking topological phenomena in 2D.
I have had the chance to gain a deep understanding on the static as well as dynamics of inseparability and metrology properties of continuous-variable systems. I addressed the transient and stationary evolution of entanglement supported by harmonic oscillators coupled to a free bosonic field or subjected to thermal non-equilibrium conditions. An attempt to provide a meaningful description have demanded the development of readable tools to characterize multipartite entanglement in either Gaussian and non-Gaussian states. I also studied the use of tensor network (TN) theory to simulate quantum interferometric experiments built on fiber loops, where the toolkit provided by TN has proved to be useful to address their quantum information properties. Recently, I have addressed the description of two-dimensional quantum Brownian motion based on the Abelian topological massive gauge field theory, which is considered to be the most general as well as simple U(1) gauge invariant description of striking topological phenomena in 2D.