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Creators/Authors contains: "Lee, Tsung-Ju"

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  1. ; ; (, Advances in Mathematics)
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  2. ; (, Transactions of the American Mathematical Society)
    Based on the uniformization theorems of gravitation instantons by Chen–Chen [Acta Math. 227 (2021), pp. 263–307], Chen–Viaclovsky [Gravitational instantons with quadratic volume growth, 2021], Collins–Jacob–Lin [Forum Math. Sigma (2021)], and Hein–Sun–Viaclovsky–Zhang [Gravitational instantons and del Pezzo surfaces], we prove that the period maps for the A L H ∗<#comment/> \mathrm {ALH}^{\ast } , A L G \mathrm {ALG} , and A L G ∗<#comment/> \mathrm {ALG}^{\ast } gravitational instantons are surjective. In particular, the period domains of these gravitational instantons are exactly their moduli spaces. 
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  3. ; ; (, Advances in Theoretical and Mathematical Physics)
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