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BrunoOGoes/README.md

Hello!

I am Bruno Ortega Goes, currently working as a research and development engineer (algorithms) at Applied Materials.

I have been trained as a theoretical physicist with a focus on quantum mechanics and applications to technologies. I have a deep knowledge of the open quantum systems framework, its applications to quantum technologies, and quantum thermodynamics having performed computational simulations of such systems during my graduate training years. In addition to this formal training, I also have an interest in the applications of the mathematical and data analysis tools of physics to other domains, this led me to study machine learning with a focus on data science and recently I have been interested in computer vision models and applications.

Welcome to my GitHub profile! Here, I do my best to organize the projects I did for my formation, for fun and I also make it public the codes I used in my research work, as I believe everything that is and rely on simulations must be available for the community. About Me

🎓 Ph.D. in Physics, Specialization in Nanophysics from Université de Grenoble Alpes, France (2023)

🎓 Master's Degree in Physics from the University of Sao Paulo, Brazil (2020)

🎓 Bachelor's Degree in Physics from the University of Sao Paulo, Brazil (2018)

Skills

Advanced knowledge: Wolfram Mathematica, Python.

Intermediate knowledge: Java, Groovy.

I work mainly with the following libraries:

Python: Qutip, Pandas, Numpy, Scipy, Sympy, scikit-learn

Mathematica: Melt!

Languages: Portuguese (mother tongue), English (fluent), French (fluent), Spanish (basic knowledge)

Work Experience

💼 Consultant/Research and development engineer at Lennatech, France (Since February 2024)

💼 Early Stage Researcher (ESR-PhD) at Qudoth Tech (Marie Curie Actions) at CNRS, France (2020-2023)

Publications

I invite you to check out my publications, as well as my masters and PhD thesis in my Google Scholar or my OrcId.

Contact Me

🌐 LinkedIn

Feel free to explore my projects and repositories here on GitHub. If you have any questions, suggestions, collaborations, or opportunities, don't hesitate to reach out on LinkedIn.

$\langle B| O|G\rangle$

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