Deterministic envelopes are derived between Ollivier-Ricci and Balanced Forman curvatures on graphs, reducing edgewise computation from optimal transport to O(max-degree^1.5) local combinatorics.
Params:nnodes;kinitial lattice degree (even);β∈[0,1]rewiring rate (β= 0gives a regular ring,β= 1approaches a random graph with short path lengths)
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Edgewise Envelopes Between Balanced Forman and Ollivier-Ricci Curvature
Deterministic envelopes are derived between Ollivier-Ricci and Balanced Forman curvatures on graphs, reducing edgewise computation from optimal transport to O(max-degree^1.5) local combinatorics.