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My name is Rafael Cordoba. I am a physicist and matematician interested in foundational aspects of QFTs, CFTs, generalized symmetries and quantum gravity. Right now I have been exploring the following topics:

  • RG flows, CFTs and defects:
  • Topological quantum field theory (Symmetries and dualities in lattice models, non-invertible symmetries and gauging,Knots and CS as a quantum gravity theory),
  • Algebraic quantum field theory (Notes on AQFT, the Unruh effect and measurements in quantum field theory here)
Click here to find some lecture notes and pdfs on topics I have been atracted to.

Currently I am student of the École Normale Supérieure (ENS)– PSL in Paris, France.

Click here to see what I been up to (non-academia).

News!

Internship: Bootstrapping gauge theories

Apr 12

We continue the exploration of the "Bootstrapping gauge theories" program. We found an improvement of the bootstrap and identify the exact S-Matrix for the pion-pion scattering. Results can be found here.

Schools and Workshops

2024 IHES Summer School: Symmetries and Anomalies: a Modern Take

Jul 01

Courses on Generalized Symmetries, anomalies and their relations with high energy, condensed matter and mathematics. Continue reading

2024 ICTP Spring School

Apr 20

School on S-Matrix bootstrap, entropy formulas in AdS/CFT, celestial holography and... Here are some lecture notes and project from Spring School on Superstring Theory and Related Topics

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Posts and Notes

Project Nodes

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Elsewhere

  1. Scholar

Images copyrights: I have borrowed many images from various sources. Many references are in the page .

Quantum measurement theory on AQFT

In the pursuit of giving quantum mechanics a mathematical foundation, the measurement of observables was one of the main concerns . It was von Neumann who proposed a mathematical scheme for measurements where a system and a probe are coupled giving a “experimental setup” and, therefore, giving birth to the so called Quantum Measurement Theory (QMT).

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Schrodinger's frog

A little (quantum)game with a quantum artificial inteligence (QAI) via quantum variational methods using qiskit

Rafael Felipe Córdoba, Luis Carlos Mantilla, Juan Pablo Acuña, Ana María Torres, Daniel Sabogal.

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