AstRL: Analog and Mixed-Signal Circuit Synthesis with Deep Reinforcement Learning
Felicia B. Guo, Ken T. Ho, Andrei Vladimirescu, Borivoje Nikolic

TL;DR
This paper introduces AstRL, a deep reinforcement learning framework for analog and mixed-signal circuit synthesis, enabling automated, fine-grained, and structurally valid circuit generation with high success rates.
Contribution
It presents a novel graph-based, RL-driven approach for AMS circuit synthesis that operates at the transistor level, achieving expert-level, generalized design generation validated in simulation.
Findings
100% of generated designs are structurally correct
Over 90% of designs meet specified functionality
Significant improvements over existing methods in design metrics
Abstract
Analog and mixed-signal (AMS) integrated circuits (ICs) lie at the core of modern computing and communications systems. However, despite the continued rise in design complexity, advances in AMS automation remain limited. This reflects the central challenge in developing a generalized optimization method applicable across diverse circuit design spaces, many of which are distinct, constrained, and non-differentiable. To address this, our work casts circuit design as a graph generation problem and introduces a novel method of AMS synthesis driven by deep reinforcement learning (AstRL). Based on a policy-gradient approach, AstRL generates circuits directly optimized for user-specified targets within a simulator-embedded environment that provides ground-truth feedback during training. Through behavioral-cloning and discriminator-based similarity rewards, our method demonstrates, for the…
Peer Reviews
Decision·Submitted to ICLR 2026
Leveraging RL to search optimal-sized circuit topologies is exciting. The circuit-level graph modeling by considering rich domain knowledge is well presented. The RL framework is also introduced well, with detailed reward design, which is the key to this framework.
The scalability of the method is limited, especially when the number of devices in analog circuits increases. The training of the method is very time-consuming. There are two searching loops in the framework. First, the RL will search topologies, and meanwhile, the reward generation needs to search for optimal device parameters. The latter could be even time-consuming. This makes the framework unlikely to be practical. Evaluations and comparisons are pretty unfair. The three circuits for evalu
1. Notable Originality: By formulating AMS circuits as a graph generation problem and enabling transistor-level fine-grained generation via RL, the work overcomes limitations of existing LLM-based methods (which lose structural information) and RLHF-based methods (which lack real simulator feedback), establishing a dual-drive mechanism of "expert alignment + exploratory optimization". 2. Solid Methodological Quality: Each module—from graph representation (GINE network) and action space (symmet
1. Limited Task Generalization: Experiments only cover three basic AMS circuits (RO, comparator, OTA) and do not validate more complex industrial-grade circuits (e.g., high-speed SERDES, phase-locked loops (PLLs)). This makes it impossible to determine the method’s adaptability to scenarios with "multi-module coupling and high nonlinearity", restricting the generalization of conclusions. 2. Lack of Mass Production Metrics: Existing results focus on "functional correctness" (e.g., frequency, de
1. Well-structured paper with clear motivation 2. Action masking and symmetry-aware modifiers ensure 100% valid circuits by construction 3. Combines multiple techniques (graph generation, PPO, BC, discriminator rewards) effectively
1. Core techniques (graph-based circuit generation, PPO+BC, discriminator rewards) are not new. Main contribution is engineering integration rather than algorithmic innovation. 2. No training time, wall-clock time, or simulation budget reported 3. No justification or ablation on GINE architecture
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Taxonomy
TopicsVLSI and FPGA Design Techniques · Low-power high-performance VLSI design · Evolutionary Algorithms and Applications
