BARBIERI, Anna
BARBIERI, Anna
DIPARTIMENTO DI INFORMATICA
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A construction of Frobenius manifolds from stability conditions
2018-01-01 Barbieri, Anna; Stoppa, Jacopo; Sutherland, Tom
A Quantized Riemann-Hilbert Problem in Donaldson-Thomas Theory
2022-01-01 Barbieri, Anna; Bridgeland, Tom; Stoppa, Jacopo
A Riemann–Hilbert problem for uncoupled BPS structures
2019-01-01 Barbieri, Anna
A smooth compactification of spaces of stability conditions: the case of the $A_{n}$ -quiver
2024-01-01 Barbieri, Anna; Möller, Martin; So, Jeonghoon
Frobenius type and CV-structures for Donaldson-Thomas theory and a convergence property
2019-01-01 Barbieri, A; Stoppa, J
Quadratic differentials as stability conditions: Collapsing subsurfaces
2024-01-01 Barbieri, Anna; Möller, Martin; Qiu, Yu; So, Jeonghoon
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| A construction of Frobenius manifolds from stability conditions | 1-gen-2018 | Barbieri, Anna; Stoppa, Jacopo; Sutherland, Tom | |
| A Quantized Riemann-Hilbert Problem in Donaldson-Thomas Theory | 1-gen-2022 | Barbieri, Anna; Bridgeland, Tom; Stoppa, Jacopo | |
| A Riemann–Hilbert problem for uncoupled BPS structures | 1-gen-2019 | Barbieri, Anna | |
| A smooth compactification of spaces of stability conditions: the case of the $A_{n}$ -quiver | 1-gen-2024 | Barbieri, Anna; Möller, Martin; So, Jeonghoon | |
| Frobenius type and CV-structures for Donaldson-Thomas theory and a convergence property | 1-gen-2019 | Barbieri, A; Stoppa, J | |
| Quadratic differentials as stability conditions: Collapsing subsurfaces | 1-gen-2024 | Barbieri, Anna; Möller, Martin; Qiu, Yu; So, Jeonghoon |