CircuitSynth: Reliable Synthetic Data Generation

arXiv cs.CL / 4/14/2026

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Key Points

  • CircuitSynth is introduced as a neuro-symbolic framework for generating high-fidelity structured synthetic data that avoids common LLM failures like hallucinations, logical inconsistencies, and mode collapse.
  • The method separates semantic reasoning from surface realization by distilling a Teacher LLM into a Probabilistic Sentential Decision Diagram (PSDD), creating a semantic prior that enforces hard logical constraints.
  • CircuitSynth uses a convex optimization mechanism to satisfy both hard validity requirements and softer distributional objectives during generation.
  • Experiments on multiple benchmarks reportedly achieve 100% schema validity on complex logic puzzles, outperforming unconstrained baselines that reach only 12.4% and improving rare-combination coverage beyond existing state-of-the-art approaches.

Abstract

The generation of high-fidelity synthetic data is a cornerstone of modern machine learning, yet Large Language Models (LLMs) frequently suffer from hallucinations, logical inconsistencies, and mode collapse when tasked with structured generation. Existing approaches, such as prompting or retrieval-augmented generation, lack the mechanisms to balance linguistic expressivity with formal guarantees regarding validity and coverage. To address this, we propose CircuitSynth, a novel neuro-symbolic framework that decouples semantic reasoning from surface realization. By distilling the reasoning capabilities of a Teacher LLM into a Probabilistic Sentential Decision Diagram (PSDD), CircuitSynth creates a tractable semantic prior that structurally enforces hard logical constraints. Furthermore, we introduce a convex optimization mechanism to rigorously satisfy soft distributional goals. Empirical evaluations across diverse benchmarks demonstrate that CircuitSynth achieves 100% Schema Validity even in complex logic puzzles where unconstrained baselines fail (12.4%) while significantly outperforming state-of-the-art methods in rare-combination coverage.

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