Chiplet technology is a key approach for extending Moore's Law. However, its design process is constrained by two primary challenges: the scarcity of early-stage platforms for rapidly evaluating chiplet-based heterogeneous systems, and the complex relationships between design parameters and optimization metrics. To address these challenges, we propose a synergistic framework that integrates a Large Language Model (LLM) with Bayesian Optimization (BO), enabling architectural-level simulation and automated optimization for the 2.5D/3D CPU-GPU heterogeneous chiplets. We extend the open-source chiplet simulator to evaluate 3D designs by supporting graph topologies. Further, to enhance the exploration efficiency of BO, we introduce an LLM that generates high-quality policies to guide the optimization process, enabled by our proposed adaptive directional policy reasoning (ADPR) and an exploration gain-aware fine-tuning method. Finally, we use the policy-guided BO to perform an automated and efficient exploration of the complex chiplet design space. Experiments on 2.5D and 3D chiplet reveal that our framework improves design space exploration efficiency.
Figures & tables
Figure 1. Overview of our automated chiplet design framework, synergizing an extended simulator for architectural evaluation of 2.5D/3D chiplets with LLM-guided Bayesian Optimization for efficient design optimization. Overview of our automated chiplet design framework, synergizing an extended simulator for architectural evaluation of 2.5D/3D chiplets with LLM-guided Bayesian Optimization for efficient design optimization.
Figure 2. Workflow of the LLM-augmented BO framework. Adaptive directional policy reasoning and exploration gain-aware fine-tuning enable the LLM to generate effective directional policies that guide BO. Workflow of the causal policy-driven LLM–BO synergistic framework. Our causal policy synthesis chain-of-thought and exploration gain-aware fine-tuning method train the LLM to generate high-quality causal policies that guide BO.
Table 1. Configurable parameters of the heterogeneous CPU-GPU chiplet architectures.
Dataset
Metric
XGBoost
BOOM Explorer
MCT Explorer
LLAMBO (w/Qwen)
LLAMBO (w/GPT)
LLM-DSE (w/Qwen)
LLM-DSE (w/GPT)
Ours
3D chiplet
HV ↑
0.7509
0.7466
0.7376
0.7881
0.7549
0.8210
0.8209
0.8356 ( ↑13.3% )
ADRS ↓
0.1116
0.1028
0.1378
0.1129
0.0986
0.1405
0.1417
0.0983 ( ↓28.7% )
2.5D chiplet
HV ↑
0.7502
0.7630
0.7366
0.7732
0.7809
0.7564
0.7638
0.8051 ( ↑ 9.3% )
ADRS ↓
0.1239
0.0859
0.1239
0.1175
0.1095
0.1315
0.1289
0.0835 ( ↓32.6% )
Table 2. Comparison of DSE performance against state-of-the-art methods. The “Qwen” and “GPT” headers refer to the Qwen-235B and GPT-5.4 models.
Figure 4. Comparison of hypervolume coverage for different methods over time on two datasets, left is 3D chiplet with MLP, and right is 2.5D chiplet with matrix multiplication. Comparison of hypervolume coverage for different methods over time on two datasets, left is 3D chiplet with MLP, and right is 2.5D chiplet with matrix multiplication.
Figure 5. Comparison of runtime distribution and hypervolume across different methods on the MLP benchmark. Comparison of runtime distribution and hypervolume across different methods on the MLP benchmark.
Dataset
Tlim ( ∘C )
Sampled Tpeak ( ∘C )
Pareto Tpeakmax ( ∘C )
2.5D chiplet
85
[42.3, 61.8]
57.9
3D chiplet
85
[45.6, 68.4]
63.7
Table 3. Thermal feasibility of designs from our method.
Method
Hypervolume ↑
ADRS ↓
Standard BO
0.7428
0.1272
Base LLM
0.7764
0.1525
LLM w/ ADPR
0.8117
0.1486
LLM w/ Sim-FT
0.7979
0.1610
LLM w/ Sim-FT + ADPR
0.8247
0.1247
Ours (Gain-Aware FT + ADPR)
0.8356
0.0983
Table 4. Ablation study of our framework’s key components.