CV Lattes
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Universidade Federal de São Carlos (UFSCAR). Centro de Ciências Exatas e de Tecnologia (CCET) (Institutional affiliation from the last research proposal) Birthplace: Brazil
Degree and PhD in Physics from USP São Carlos. Postdoctoral at Unicamp for 2 years and at the University of Bristol, England, for 3 years. Adjunct Professor at UFSCar from 2009 to 2013. Adjunct Professor at UFU from 2014 to 2017. Associate Professor at UFU since 2017. Visiting Professor at the USP in 2019. Works mainly on the following topics: semi-classical approach, random matrix theory, quantum transport in chaotic systems, synchronization in dynamical systems (Source: Lattes Curriculum)
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The main conjecture in the area known as quantum chaos says that all spectral correlation functions of generic chaotic systems coincide with those predicted by an adequate random matrix theory. Until now, this has only beenproved for the simplest two point function. This project aims at extending this result to all $n$-point correlation functions. We believe we know the route to this ambi…
We propose a semiclassical investigation of quantum scattering in systems with chaotic classical dynamics. This type of system has been realized in several experimental settings, involving electrons in quantum dots, microwaves in metallic cavities and electromagnetic waves in microlasers. The main objective is the development of an approach based on periodic orbits, that will allow a unif…
We will study the propagation of particles and waves in fractal networks, in particular the Sierpinski triangle. The "classical" dynamics consists of a Markov chain in which the particle which reaches a vertex may be scattered towards other vertices with different probabilities. The wave problem is defined by associating a unitary scattering matrix to each vertex. We shall study the depen…
This main aim of this project is to further develop the theoretical approaches to electronic transport in quantum dots. The typical experimental conditions have two very important characteristics: 1) interferences effects are important, due to the long coherence time; 2) geometries in which the classical dynamics is chaotic. We will consider two types of descriptions for these systems. Th…
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| 7 / 3 | Completed scholarships in Brazil |
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