Unverified
2026
Induced-Star-Free Stable Graph Propagation
Constrain a learned binary graph or sparse attention-routing graph so that every node neighborhood has no independent set of size k. This local anti-star condition gives an explicit upper bound on the graph Laplacian spectral radius, allowing a larger but certified stable diffusion step or residual propagation coefficient.
Paper: The largest Laplacian eigenvalue of induced-$K_{1,r}$-free graphs
arXiv:2607.09390