RFCMP2025-A

Contribution List

1. Symmetric Monoidal (∞, n)-categories

Keima Akasaka (Chiba University)

24/09/2025, 10:00

2. The (∞, n)-category of Bordisms and Topological Quantum Field Theory

Keima Akasaka (Chiba University)

24/09/2025, 13:00

3. ADHM構成法入門

Masashi Hamanaka (Nagoya University)

24/09/2025, 15:00

4. ADHM構成法のDブレーン解釈

Masashi Hamanaka (Nagoya University)

24/09/2025, 17:00

5. Anomaly cancellation in superstring theory: a review

Yuji Tachikawa (Kavli IPMU)

25/09/2025, 10:30

本講演は英語で実施されます．

6. Anomaly cancellation in superstring theory: a review

Yuji Tachikawa (Kavli IPMU)

25/09/2025, 13:00

本講演は英語で実施されます．

7. TBA

Masaki Natori (Tokyo University)

25/09/2025, 15:00

8. TBA

Masaki Natori (Tokyo University)

25/09/2025, 17:00

9. Introduction to factorization algebras

Yusuke Nishinaka (Nagoya University)

26/09/2025, 10:00

14. Factorization envelopes and enveloping vertex algebras

Yusuke Nishinaka (Nagoya University)

26/09/2025, 13:00

15. Anomaly cancellation in superstring theory: a review

Anomalies in superstring theories are known to cancel via subtle mechanisms. We begin with the standard perturbative anomaly cancellation, which works uniformly across all theories.
We then move on to the discussion of the global anomaly cancellation, whose mechanism varies depending on the type of superstring theories in question.

16. Introduction to (∞,n)-categories

The goal of my two-part lecture series is to explain the definition of a (framed) topological quantum field theory (TQFT). A TQFT is defined as a symmetric monoidal functor from the $(\infty,n)$-category $\mathrm{Bord}_{n}^{\mathrm{fr}}$ of framed bordisms.
In the first lecture, we will introduce the foundational concepts of (symmetric monoidal) $(\infty,n)$-categories, setting the stage for...