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Prune, Don’t Rebuild: Efficiently Tuning $\alpha$-Reachable Graphs for Nearest Neighbor Search

NeurIPS 2026 · Graph learning › Graph algorithms and clustering · approach: Graph comparison and random features

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Proposes RP-Tuning, a post-hoc pruning of an alpha1-reachable DiskANN graph with RobustPrune at a smaller alpha2, giving worst-case reachability bounds in general and Euclidean metrics and up to 43x faster tuning than rebuilding on four BigANN datasets.

Problem

Tuning DiskANN's reachability parameter alpha requires rebuilding the index for each value, which is prohibitively expensive at scale; the worst-case guarantees of pruning an existing alpha-reachable graph are unknown.

Approach

Re-apply RobustPrune with a new smaller alpha to an existing alpha1-reachable graph (RP-Tuning), and derive tight worst-case reachability for unsorted and sorted neighbor pruning in general and Euclidean metrics, with sorted Euclidean giving the best bound via an SDP-based analysis.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: SIFT-1M GIST-1M Deep-1M MSSPACEV-1M

Benchmarks: SIFT-1M GIST-1M Deep-1M MSSPACEV-1M

Metrics: recall@100 QPS runtime speedup

Baselines: DiskANN rebuild at alpha=1.1, 1.05, 1.01

Builds on: DiskANN RobustPrune alpha-reachability framework

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