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This research presents CLIPPER, an algorithmic framework designed to accelerate spatial coverage planning for municipal micromobility by enforcing complex city constraints while maintaining near-optimal solution quality. By leveraging replayable evaluation and conservative bounding techniques, the method reduces computational rollout time by up to 28 times compared to standard greedy approaches without sacrificing significant coverage accuracy. The work represents a practical application of advanced optimization algorithms within the broader machine learning domain, specifically addressing efficiency in large-scale urban planning scenarios.
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CLIPPER: Replayable Shortlisted Optimization for Repeated Spatial Coverage Planning

arXiv3 min read

arXiv:2608.26819v1 Announce Type: new Abstract: Operational requirements developed with the City of Braunschweig frame municipal micromobility planning under geofenced exclusions, mandatory retained sites, spacing rules, and area-level caps. Each policy edit requires a new feasible plan; full-set greedy takes tens of seconds per alternative at city scale. We present CLIPPER (Constraint-exact Low-latency Iterative Planning with Pooled Evaluation and Replay). It forms bounded candidate pools but recomputes exact current gains and checks every active constraint before selection. Coverage from each candidate alone sets the initial order. Offline full-set scans measure gains omitted by the pool; online, a conservative bound triggers expansion or audit. CLIPPER-F gives each proposal group the same number of candidate slots. Across Braunschweig, Munich, and Berlin, its mean coverage over complete chains stays within 0.245 percentage points of full-set greedy under the same policy, with 13.6--28.9 times lower mean rollout time. CLIPPER-A instead distributes one shared candidate budget across the groups. Under its coverage-prioritized policy, it uses 9--15% of full-set greedy's rollout time under the same policy, with mean gaps of 1.82 percentage points in Braunschweig, 0.12 in Munich, and 0.27 in Berlin. Together, CLIPPER enables rapid, replayable comparison of recorded city-scale planning states while enforcing every encoded model constraint.

Abstract:Operational requirements developed with the City of Braunschweig frame municipal micromobility planning under geofenced exclusions, mandatory retained sites, spacing rules, and area-level caps. Each policy edit requires a new feasible plan; full-set greedy takes tens of seconds per alternative at city scale. We present CLIPPER (Constraint-exact Low-latency Iterative Planning with Pooled Evaluation and Replay). It forms bounded candidate pools but recomputes exact current gains and checks every active constraint before selection. Coverage from each candidate alone sets the initial order. Offline full-set scans measure gains omitted by the pool; online, a conservative bound triggers expansion or audit. CLIPPER-F gives each proposal group the same number of candidate slots. Across Braunschweig, Munich, and Berlin, its mean coverage over complete chains stays within 0.245 percentage points of full-set greedy under the same policy, with 13.6--28.9 times lower mean rollout time. CLIPPER-A instead distributes one shared candidate budget across the groups. Under its coverage-prioritized policy, it uses 9--15% of full-set greedy's rollout time under the same policy, with mean gaps of 1.82 percentage points in Braunschweig, 0.12 in Munich, and 0.27 in Berlin. Together, CLIPPER enables rapid, replayable comparison of recorded city-scale planning states while enforcing every encoded model constraint.

Accepted at ACM SIGSPATIAL 2026. 6 pages, 2 figures, 2 tables

Robotics (cs.RO); Computational Geometry (cs.CG); Data Structures and Algorithms (cs.DS)

arXiv:2608.26819 [cs.RO]

(or arXiv:2608.26819v1 [cs.RO] for this version)

https://doi.org/10.48550/arXiv.2608.26819 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

https://doi.org/10.1145/3841645.3843432 Focus to learn more DOI(s) linking to related resources

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Full text under the publisher's open licence · 319 words

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