2026

1. An operadic version of Mazel-Gee’s localization theorem. FGC Higher Structure Seminar (Online) (Mar. 2026).
2. How to compare models of enriched $\infty$-operads. Two lectures on $\infty$-operads (Universiteit Utrecht) (Feb. 2026).
3. Manifold calculus beyond space-valued functors. Seminar talk (EPFL) (Feb. 2026).
4. Manifold calculus beyond space-valued functors. Mathematical Structures in Physics Seminar (Max Planck Institute MiS Leipzig) (Feb. 2026).
5. Theory and metatheory of relative operads. Mini workshop on algebraic and geometic topology (Kyoto University) (Jan. 2026).

2025

1. On Pavlov and Hovey’s conjectures on combinatorial monoidal model categories. Homotopy theory symposium 2025 (Shinshu University) (Oct. 2025).
2. On Pavlov and Hovey’s conjectures on combinatorial monoidal model categories. Geometry and Topology seminar (University of Western Ontario) (Aug. 2025).
3. Monoidal relative categories model monoidal $(\infty,1)$-categories. Moscow–Beijing Topology Seminar (Online) (June 2025).
4. Monoidal relative categories model monoidal $\infty$-categories. Homotopy Okinawa (Okinawa Sailor’s Hotel) (June 2025).
5. Monoidal relative categories model monoidal $(\infty,1)$-categories. The 9th East Asian Conference on Algebraic Topology (Hebei Normal University) (May 2025).
6. Axiomatic approach to symmetric sequences and infinity operads. Fukuoka homotopy theory seminar (Kyushu University) (Jan. 2025).
7. Axiomatic approach to symmetric sequences and infinity operads. One Day Workshop with Rachael Boyd on Algebraic Topology (Kyoto University) (Jan. 2025).

2024

1. Mazel-Gee’s localization theorem via marked simplicial spaces. Categorical Logic and Higher Categories (University of Manchester) (Dec. 2024).
2. Gluing Little Cubes Operads. Differential topology seminar (Kyoto University) (Oct. 2024).
3. Fundamental theorems of manifold calculus via localization. Algebraic and Geometric Models of Spaces and Related Topics (Shinshu University) (Aug. 2024).
4. A Context for manifold calculus. Algebraic topology wakate joho kokankai (Nagoya University) (Mar. 2024).
5. Classification diagrams of marked simplicial sets. Fukuoka homotopy theory seminar (Kyushu University) (Jan. 2024).

2023

1. Bundling up $\infty$-categories with structuers. Homotopy Theory Symposium (Osaka Metropolitan University) (Nov. 2023).
2. Classifying space via homotopy coherent nerve. Topology Friday Seminar (Kyushu University) (Jan. 2023).
3. Classifying space via homotopy coherent nerve. Algebraic topology wakate joho kokankai (Nagoya University) (Mar. 2023).