Saki Sasaki -

Sasaki's work on Coulomb branches has far-reaching implications in mathematical physics, influencing research in areas such as:

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The paper discusses Sasaki's work on Coulomb branches of 3d $\mathcalN=4$ quiver gauge theories. Specifically, Sasaki and her collaborators studied the moduli spaces of vacua in 3d $\mathcalN=4$ supersymmetric gauge theories. These theories are important in mathematical physics, as they are related to geometric representation theory and algebraic geometry. Instead, she opens a notebook labeled “Miki –

She doesn’t answer. Instead, she opens a notebook labeled “Miki – 2021–2024” and finds the page for March 12, 2022: A friend’s name: Miki.

Rain against the window. Saki sits cross-legged on the floor, surrounded by thirty-seven identical black notebooks. Her phone buzzes. A friend’s name: Miki.