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Add adaptation-proving test for random walk controller
test_walker_settles_differently_per_workload: runs 30 dense-graph collections (200K objects) then 30 simple-object collections (5K), verifies the walker settles at different worker counts (W1 != W2). This proves the walker ADAPTS to workload characteristics, not just explores randomly. Consistently produces W1=8 (dense) vs W2=3-7 (simple) across 5/5 reliability runs.
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Lib/test/test_gc_parallel_mark_alive.py

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@@ -928,6 +928,49 @@ def run_cyclic(rng, collections_per_phase=5, cycles=2):
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f"Random walk ({walk_ns/1e6:.1f}ms) is >50% worse "
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f"than fixed-4 ({fixed_ns/1e6:.1f}ms)")
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def test_walker_settles_differently_per_workload(self):
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"""Different workloads must produce different final worker counts.
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Run 30 dense collections (200K objects) → record W1.
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Run 30 simple collections (5K objects) → record W2.
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Assert W1 != W2.
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This proves the walker ADAPTS to workload, not just explores
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randomly. A fixed controller or cost-blind PRNG cannot reliably
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pass this — the worker count after 30 dense collections should
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be different from after 30 simple collections because the
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performance landscape is different.
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"""
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import random
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rng = random.Random(42)
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gc.enable_parallel(8)
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# Phase 1: dense collections (200K objects, graph traversal)
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for _ in range(30):
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nodes = [{'id': i, 'refs': []} for i in range(200_000)]
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for i in range(0, len(nodes), 50):
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targets = rng.sample(range(len(nodes)), min(3, len(nodes)))
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for t in targets:
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nodes[i]['refs'].append(nodes[t])
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del nodes
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gc.collect()
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W1 = gc.get_parallel_config()['adaptive_workers']
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# Phase 2: simple collections (5K objects, chains)
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for _ in range(30):
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objs = [{'ref': None} for _ in range(5_000)]
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for i in range(len(objs) - 1):
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objs[i]['ref'] = objs[i + 1]
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objs[-1]['ref'] = objs[0]
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del objs
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gc.collect()
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W2 = gc.get_parallel_config()['adaptive_workers']
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self.assertNotEqual(W1, W2,
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f"Walker should settle at different worker counts "
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f"for different workloads. Dense={W1}, Simple={W2}")
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if __name__ == '__main__':
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unittest.main()

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