Silo-Bench: A Scalable Environment for Evaluating Distributed Coordination in Multi-Agent LLM Systems
Authors: Yuzhe Zhang, Feiran Liu, Yi Shan, Xinyi Huang, Xin Yang, Yueqi Zhu, Xuxin Cheng, Cao Liu, +3 more
Organizations: Beijing University of Technology, Beijing, China · Zhejiang University, Hangzhou, China · Meituan LongCat Interaction Team · ETH Zürich, Switzerland · Vector Institute for Artificial Intelligence
Large language models are increasingly deployed in multi-agent systems to overcome context limitations by distributing information across agents. Yet whether agents can reliably compute with distributed information, rather than merely exchange it, remains an open question. We introduce SILO-BENCH, a role-agnostic benchmark of 30 algorithmic tasks across three communication complexity levels, evaluating 54 configurations over 1,620 experiments. Our experiments expose a fundamental Communication-Reasoning Gap: agents spontaneously form task-appropriate coordination topologies and exchange information actively, yet systematically fail to synthesize distributed state into correct answers. The failure is localized to the reasoning-integration stage where agents often acquire sufficient information but cannot integrate it. This coordination overhead compounds with scale, eventually eliminating parallelization gains entirely. These findings demonstrate that naively scaling agent count cannot circumvent context limitations, and SILO-BENCH provides a foundation for tracking progress toward genuinely collaborative multi-agent systems. The code is available at https://github.com/jwyjohn/acl26-silo-bench .
Figures & tables
Figure 1: Pipeline of Silo-Bench . Global information is partitioned across N agents, each holding only local data. Agents must communicate through the provided protocol to reconstruct global truth. Success requires effective collaboration strategies. This is an example of the III-21 Distributed Sort (Appendix E .)
Figure 2: Three complexity levels in Silo-Bench characterized by their communication patterns. Level I (Aggregation) : A central agent collects data from all peers via a star topology. Level II (Mesh Network) : Agents exchange information with immediate neighbors through pairwise communication. Level III (Global Shuffle) : All agents must communicate with every other agent, requiring full mesh connectivity.
Figure 3: The three communication protocols employed in Silo-Bench .
Dimension
DeepSeek-V3.1
GPT-OSS-120B
Qwen3-Next-80B-A3B
SR ↑
PCS ↑
Token ↓
Den.
SR ↑
PCS ↑
Token ↓
Den.
SR ↑
PCS ↑
Token ↓
Den.
By Communication Protocol
BP
40.4
50.7
297.3
0.93
14.4
33.1
148.7
0.78
4.5
12.2
846.9
0.13
P2P
38.9
50.4
363.1
1.52
20.3
42.6
579.8
2.25
10.5
26.5
909.8
0.62
SFS
31.5
41.0
308.5
1.13
16.0
34.7
212.8
0.74
9.5
18.7
864.4
0.21
By Difficulty Level
Table 1: Overall performance summary across all models and configurations. SR = Success Rate (%), PCS = Partial Correctness Score (%), Token = Token Consumption (tokens/round), Den. = Communication Density. Best results per section in bold .
Level I (Aggregation)
Level II (Mesh)
Level III (Global Shuffle)
Scale k
SR( N =1)
SR( N = k )
RCC
SR( N =1)
SR( N = k )
RCC
SR( N =1)
SR( N = k )
RCC
k = 2
96.7
82.0
15.2%
90.0
62.0
31.1%
80.0
41.0
48.8%
k = 5
93.3
65.0
30.3%
70.0
47.0
32.9%
73.3
22.0
70.0%
k = 10
76.7
51.3
33.1%
73.3
22.0
70.0%
60.0
9.0
85.0%
k = 20
63.3
48.0
24.2%
36.7
14.0
61.8%
43.3
7.0
83.8%
k = 50
33.3
18.0
45.9%
30.0
6.0
80.0%
26.7
0.0
100%
Table 2: Single-agent baseline SR (%), multi-agent SR (%), and Relative Coordination Cost (RCC =1−SR(N=k)/SR(N=1) ) for GPT-OSS-120B across difficulty levels and scales. RCC columns (shaded) quantify the fraction of single-agent performance lost to coordination overhead. Trends are consistent across all three models; full results in Appendix F .
Level
N=2
N=5
N=10
N=20
N=50
N=100
I
85.0
72.0
68.7
65.7
38.1
40.6
II
61.7
55.3
28.3
29.5
17.4
14.3
III
36.2
17.2
10.0
5.7
0.0
0.0
Avg
61.2
48.5
39.9
33.6
19.0
18.1
Table 3: Success Rate (%) by agent count and difficulty level for DeepSeek-V3.1 (averaged across all protocols).
Figure 4: Scaling behavior across agent counts. (a) Success rates decline for all models as team size increases, with sharp drops beyond N=20 . (b) Token consumption scales roughly linearly with agent count. (c) Communication density decreases at scale, suggesting coordination sparsification.
Figure 5: Success rate by difficulty level.
Figure 6: Success rate by communication protocol.
Figure 7: Communication heatmaps for representative tasks with N=20 agents using DeepSeek-V3.1. Left : I-01 (Global Max) shows emergent leader pattern. Center : II-11 (Prefix Sum) exhibits diagonal pattern indicating partial spatial locality discovery. Right : III-21 (Distributed Sort) shows dense all-to-all communication.
Failure Mode
Count
Percent
Success
153
50.8%
Premature Submission
112
37.2%
Consensus Failure
90
29.9%
Computation Error
86
28.6%
Table 4: Failure mode distribution (categories not mutually exclusive).