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Bench-MFG: A Benchmark Suite for Learning in Stationary Mean Field Games

NeurIPS 2026 · Multi-agent systems and games › Games and equilibria · approach: Mean-field game learning · 0 citations (OpenAlex)

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Proposes Bench-MFG, a JAX-based benchmark suite for discrete-space stationary mean field games with a taxonomy of problem classes, a random MF-Garnet generator, and a black-box PSO exploitability minimizer (MF-PSO), benchmarking classical MFG solvers.

Problem

Mean field game algorithms are evaluated on ad-hoc, isolated, simplistic environments, lacking a standardized protocol to assess robustness, generalization, and failure modes in stationary MFGs.

Approach

A unified benchmark with a taxonomy (no-interaction, contractive, Lasry-Lions monotone, multiple-equilibria, potential, cyclic, dynamics-coupled) of prototypical environments, a procedural random-instance generator (MF-Garnets) with additive/multiplicative couplings, and a black-box particle swarm exploitability minimizer evaluated alongside FP, PI, BPI, OMD.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MF-Garnet random instances (procedurally generated)

Benchmarks: Bench-MFG environments (NI, C, LL, two beach bars, 4 rooms, RPS, SIS epidemic, kinetic congestion) MF-Garnet instances

Metrics: exploitability standard deviation of final exploitability

Baselines: Fixed Point Damped Fixed Point Fictitious Play Policy Iteration Smoothed PI Boltzmann PI Online Mirror Descent PSO

Builds on: Garnet MDP testbed Fictitious Play Online Mirror Descent Particle Swarm Optimization JAX

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