Data accompanying arXiv:2603.07651 -- Fisher Curvature Scaling at Statistical Critical Points: A New Information-Geometric Exponent.
Numerical measurements of the Fisher information scalar curvature |R| at criticality for 8 universality classes, supporting the Scaling Closure Theorem:
dR=dν+2ηdν+ηd_R = \frac{d\nu + 2\eta}{d\nu + \eta}dR=dν+ηdν+2η
where d_R is the curvature scaling exponent, d is… See the full description on the dataset page:
https://huggingface.co/datasets/Zhuravlev/fisher-curvature-scaling.
