Complex normalizing flows nearly correspond to information Kähler-Ricci flows because the log-determinant term matches Ricci curvature under differentiation, recovering a Kähler-Ricci variation in the continuum limit.
Canonical complex extensions of Kähler manifolds , volume=
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Complex normalizing flows can almost be information K\"ahler-Ricci flows
Complex normalizing flows nearly correspond to information Kähler-Ricci flows because the log-determinant term matches Ricci curvature under differentiation, recovering a Kähler-Ricci variation in the continuum limit.