2 papers
math.AG2026
Geometric priors for single-patch neural Calabi--Yau metrics on the quintic: a conservative fixed- Ablation study
D Yang Eng
We investigate how geometric priors shape neural approximations of the complex Monge--Amp`ere equation on the quintic Calabi--Yau threefold. This fixed- diagnostic compares four…
cs.LG2026
Interpretable Analytic Calabi-Yau Metrics via Symbolic Distillation
D Yang Eng
The pointwise determinant ratio \[ R_ψ(z)\equiv \log\!\left(\frac{\det g_{\mathrm{RF}}(z;ψ)}{\det g_{\mathrm{FS}}(z)}\right) \] measures how the Ricci-flat metric on the Dwork quin…