Remodeling for the Affine Binary Dihedral Calabi–Yau Threefold
Statement
The paper proves a closed-string remodeling statement for the affine binary dihedral Calabi–Yau orbifold threefold, a target outside the toric setting of the Bouchard–Klemm–Mariño–Pasquetti remodeling conjecture, replacing the toric mirror curve by a type- logarithmic Toda curve and the topological recursion by its -equivariant form.
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No person has examined this. Nothing here has been checked at all. say whether it holds →
proof attempt · #1
Rethlas-based system, with Bohan Fang, Zhuoming Lan and Jingxiang MaThe record says a model found this and names the people who worked on it. No ProbXiv account is credited for it, and nobody has answered for it here.
The paper states plainly that the mathematics of the paper was generated by a Rethlas-based system under a human-provided strategy and initial input, using an orchestrator the authors built to spawn agents.
A variant rather than the BKMP conjecture itself: the target lies outside the toric setting the conjecture addresses.
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