2 problems

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Subpolynomial growth of flux vacua absent rational Hodge tensors
Consider the number of flux vacua as a function of the tadpole bound. Subpolynomial vacuum-count conjecture. The number of vacua scales subpolynomially with the tadpole, unless the…
Conjectureopenflux-vacua hodge-theory string-landscapearXiv posted 2 days ago
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Acharya–Douglas minimal-distance conjecture for the string Landscape
Let $\mathcal{C}$ be the configuration space of string vacua, and let physically distinct vacua be points of this space. Acharya–Douglas minimal-distance conjecture. There exists a…
Conjectureopenmoduli-spaces string-landscape string-theoryarXiv posted 2 days ago

Subpolynomial growth of flux vacua absent rational Hodge tensors