3 problems
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The Kähler-Ricci soliton–Sasaki-Einstein conjecture for smooth Fano varieties
Let be a smooth Fano variety. A Kähler-Ricci soliton on is a Kähler metric satisfying the Kähler-Ricci soliton equation, and the anticanonical link is the link associated w…
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Collins–Székelyhidi conjecture on Sasaki–Einstein metrics on odd-dimensional spheres
Collins–Székelyhidi conjecture. Every odd-dimensional sphere of dimension at least five admits infinitely many families of Sasaki–Einstein metrics.
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Infinitely many families of Sasaki–Einstein metrics on odd-dimensional spheres
Let denote the -dimensional sphere, with a positive integer. Sasaki–Einstein metric abundance conjecture. There are infinitely many families of Sasaki–Einste…