Proceedings
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Frobenius manifolds for generalized root systems of type \( D \) (in japanese),
Algebraic Lie theory and Representation Theory, Tokyo Institute of Technology,
May 2023.
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Full Ext-exceptional collections for acyclic quivers (in japanese),
Symposium on Representation Theory, Online,
December 2022.
(pdf)
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Full exceptional collections and stability conditions for Dynkin quivers (in japanese),
Various issues on Representation Theory and Related Topics, RIMS Kyoto University,
July 2022.
(pdf)
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A Frobenius manifold for \( \ell \)-Kronecker quiver (in japanese),
Algebraic Lie theory and Representation Theory, Chiba University (Online),
May 2022.
(pdf)
Posters
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The space of stability conditions for Dynkin quivers,
Invitation to Recursion, Resurgence, and Combinatorics, OIST,
April 2023.
(pdf)
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The space of stability conditions for Dynkin quivers,
SESSION "Young Mathematics' Challenge" 2023, AP Ichigaya,
March 2023.
(pdf)
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