mlsanityData to 7 Oct 2026

A Unified Study of LoRA Variants: Taxonomy, Review, Codebase, and Empirical Evaluation

arXiv 2601.22708 ↗First posted 30 Jan 2026cs.LG cs.CLcited by 2

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Abstract (arXiv)

Low-Rank Adaptation (LoRA) is a fundamental parameter-efficient fine-tuning method that balances efficiency and performance in large-scale neural networks. However, the proliferation of LoRA variants has led to fragmentation in methodology, theory, code, and evaluation. To this end, this work presents the first unified study of LoRA variants, offering a systematic taxonomy, unified theoretical review, structured codebase, and standardized empirical assessment. First, we categorize LoRA variants along four principal axes: rank, optimization dynamics, initialization, and integration with Mixture-of-Experts. Then, we review their relationships and evolution within a common theoretical framework focused on low-rank update dynamics. Further, we introduce LoRAFactory, a modular codebase that implements variants through a unified interface, supporting plug-and-play experimentation and fine-grained analysis. Last, using this codebase, we conduct a large-scale evaluation across natural language generation, natural language understanding, and image classification tasks, systematically exploring key hyperparameters. Our results uncover several findings, notably: LoRA and its variants exhibit pronounced sensitivity to the choices of learning rate compared to other hyperparameters; moreover, with proper hyperparameter configurations, LoRA consistently matches or surpasses the performance of most of its variants.

Key facts. Cited by 2 papers in the map (data through 7 Oct 2026). Builds on 124 of its 152 references that are in the map. First posted on arXiv 30 Jan 2026.

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124 of 152 references.

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  3. 2025Dual LoRA: Enhancing LoRA with Magnitude and Direction Updates
  4. 2025Less is More: Resource-Efficient Low-Rank Adaptation
  5. 2024Flat-LoRA: Low-Rank Adaptation over a Flat Loss Landscape
  6. 2026Parameter-Efficient Fine-Tuning with Learnable Rank
  7. 2025Uni-LoRA: One Vector is All You Need
  8. 2026ID-LoRA: Efficient Low-Rank Adaptation Inspired by Matrix Interpolative Decomposition