Veronica Pasquarella

简历

现任上海数学与交叉科学研究院博士后研究员，主要研究领域为同调镜像对称及其在弦理论和卡拉比丘范畴中的应用。

除科研工作外，她还在SIMIS开设同调镜像对称课程，分两个学期授课：第一学期侧重基础理论，第二学期侧重前沿进展。

她于2024年获得英国剑桥大学数学与理论物理学博士学位，2020年在该校数学系取得高级研究硕士学位。2019年获意大利的里雅斯特大学理论物理硕士学位，2016年获该校物理学学士学位。

教育经历

• 2020.10 – 2024.07 University of Cambridge, UK Mathematics and Theoretical Physics Doctor
• 2019.10 – 2020.07 Univ. of Cambridge, UK Maths and Theor. Physics Master of Advanced Studies
• 2016.09 – 2019.07 Univ. of Trieste, Italy Theoretical Physics Master
• 2013.09 – 2016.07 Univ. of Trieste, Italy Physics Bachelor

工作经历

• 2024.09.01 – 2024.09.07 BIMSA Beijing Visiting Researcher
• 2024.06 – 2024.08.31 ICTP Trieste, Italy Visiting Researcher
• 2023.06.29 – 2023.07.16 YMSC Tsinghua University Visiting Researcher
• 2023.04.17 – 2023.04.30 School of Mathematics University of Edinburgh, UK Visiting Researcher
• 2017.04.17 – 2019.09.22 ICTP Trieste, Italy Visiting Researcher

荣誉和获奖

论著

1. “Dualities and Categorical Structures from 2D Up”, V. Pasquarella, [2406.11964] Dualities and Categorical Structures from 2D Up (arxiv.org). PhD thesis. For the original version, submitted for dissertation, please see: Dualities and Categorical Structures from 2D Up V Pasquarella (2024) (doi: 10.17863/CAM.109212)
2. “Particle Physics: a crash course for Mathematicians”, V. Pasquarella, [2404.08100] Particle Physics: a crash course for Mathematicians (arxiv.org)
3. “Factorisation Homology for Class S Theories”, V. Pasquarella, [2312.06760] Factorisation Homology for Class S Theories (arxiv.org)
4. “Moore-Tachikawa Varieties: Beyond Duality”, V. Pasquarella, published in JHAP (2023), [2310.01489] Moore-Tachikawa Varieties: Beyond Duality (arxiv.org)
5. “Drinfeld Centers from Magnetic Quivers”, V. Pasquarella, [2306.12471] Drinfeld Centers from Magnetic Quivers (arxiv.org)
6. “Categorical Symmetries and Fiber Functors from Multiple Condensing Homomorphisms from 6D N= (2,0) SCFTs”, V. Pasquarella, [2305.18515] Categorical Symmetries and Fiber Functors from Multiple Condensing Homomorphisms from 6D SCFTs (arxiv.org)
7. “Vacuum Transitions in Two-Dimensions and their Holographic Interpretation”, V. Pasquarella and F. Quevedo, [2211.07664] Vacuum Transitions in Two-Dimensions and their Holographic Interpretation (arxiv.org), J. High Energ. Phys. 2023, 192 (2023).
8. “Quantum Transitions Between Minkowski and de Sitter Spacetimes”, S. P. de Alwis, F. Muia, V. Pasquarella and F. Quevedo, September 2019, https://arxiv.org/abs/1909.01975, published in Fortschritte der Physik in 2020