Llorenç Balada Gaggioli
Nationality: Spanish
Host: Czech Technical University in Prague
| Background: Master of Mathematics and Physics at the University of Manchester, with a year abroad in the National University of Singapore. I have done research in the fields of Quantum Thermodynamics, Quantum Chemistry, Condensed Matter, Quantum Groups and Quantum Foundations in different universities of different countries. |
| Master thesis: Quantum Groups and ZX-calculus Abstract: In this report they study how ZX-calculus can be generalized from a commutative to a non-commutative framework through quantum groups. ZX-calculus is a tool used in quantum computing to simplify quantum circuits, and it arises from symmetric categories (commutative braiding). Quantum groups are non-commutative structures that are tightly connected with braided categories (non-commutative braiding). They explain how this connection arises and how it can result in a braided ZX-calculus. This can lead to new tools to describe non-commutative physical systems like anyons, which may be used for topological quantum computing. |
| Research interests: He is very interested in Quantum Computing and Quantum Information, mainly using mathematical tools and techniques for their development. This includes not only the study of mathematical objects but also the development of numerical methods to solve optimization problems. |
| PhD goals: During his doctoral studies he wants to use the tools that tensors provide in order to improve the scalability of quantum control in quantum computing by developing optimization methods. He also plans on applying my research to risk management during my stay at HSBC. As part of the TENORS network, he would also like to collaborate with other members to find connections in our research and develop new ideas. |
| Hobbies: He loves playing sports including roller hockey, flootball and table tennis. He also loves reading, mainly science fiction and history, and hiking. |
