Xiayimei Han, Colleen Robles
Abstract
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Green–Griffiths–Kerr introduced Hodge representations to classify the Hodge groups of polarized Hodge structures, and the corresponding Mumford–Tate subdomains. We summarize how, given a fixed period domain ; and (ii) weight three CY-type Hodge structures.
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Green–Griffiths–Kerr introduced Hodge representations to classify the Hodge groups of polarized Hodge structures, and the corresponding Mumford–Tate subdomains. We summarize how, given a fixed period domain ; and (ii) weight three CY-type Hodge structures.
Key concepts: Hodge theory, Mathematics, Hodge dual, Hodge conjecture, Hodge structure, Pure mathematics, Domain (mathematical analysis), Type (biology)