Data Trajectory Alignment for LLM Domain Adaptation: A Two-Phase Synthesis Framework for Telecommunications Mathematics
Zhicheng Zhou, Jing Li, Suming Qiu, Junjie Huang, Linyuan Qiu, Zhijie Sun

TL;DR
This paper introduces Data Trajectory Alignment (DTA), a two-phase framework that improves large language model adaptation in telecommunications by aligning solution processes with target biases, achieving state-of-the-art accuracy and efficiency in low-resource settings.
Contribution
The paper presents a novel, model-agnostic data curation framework that aligns intermediate solution steps to enhance LLM domain adaptation without explicit reasoning modes.
Findings
Achieves 72.45% pass@1 on TELEMATH, surpassing previous methods by +17.65 points.
Reduces energy consumption per token by ~42% and latency by ~60% in edge-like inference settings.
Improves reasoning scaffolding by focusing on logical-structural discourse markers.
Abstract
General-purpose large language models (LLMs) are increasingly deployed in verticals such as telecommunications, where adaptation is hindered by scarce, low-information-density corpora and tight mobile/edge constraints. We propose Data Trajectory Alignment (DTA), a two-phase, model-agnostic data curation framework that treats solution processes - not only final answers - as first-class supervision. Phase I (Initializing) synthesizes diverse, high-coverage candidates using an ensemble of strong teachers. Phase II (DTA) rewrites teacher solutions to align intermediate steps and presentation style with the target student's inductive biases and then performs signal-aware exemplar selection via agreement checks and reflection-based judging. Instantiated on telecommunications mathematics (e.g., link budgets, SNR/AMC selection, and power-control feasibility), DTA yields state-of-the-art (SOTA)…
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Taxonomy
TopicsTopic Modeling · Advanced Graph Neural Networks · Intelligent Tutoring Systems and Adaptive Learning
