TL;DR
This paper introduces a hierarchical, prerequisite graph-based framework for optimizing compressed large language models in analog circuit analysis, balancing reasoning accuracy with computational efficiency.
Contribution
It proposes a novel performance-aware compression strategy using prerequisite graphs and a dynamic evaluation pipeline for circuit analysis tasks.
Findings
Prerequisite graphs map model performance across circuit complexity levels.
Compressed models' effectiveness is characterized by their complexity horizons.
The framework enables selecting the smallest model suitable for specific circuit analysis tasks.
Abstract
The deployment of Large Language Models (LLMs) for specialized engineering domains, such as circuit analysis, often faces a trade-off between reasoning accuracy and computational efficiency. Traditional evaluation methods treat model performance as a flat metric, failing to account for the hierarchical nature of engineering knowledge. We propose a performance-aware model compression strategy that utilizes prerequisite graphs to optimize model selection for circuit analysis tasks. By structuring electronics design concepts as Directed Acyclic Graphs (DAGs), we can identify the specific complexity horizons of an LLM's compressed variants' tiers. Our framework introduces an agentic pipeline for generating prerequisite-based datasets and a strategic evaluation engine that dynamically cascades queries across a spectrum of compressed variants of an LLM. This approach allows to select the…
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