Parameter-efficient fine-tuning (LoRA family)
DoRA
DoRA: Weight-Decomposed Low-Rank Adaptation
Heavily superseded — a standard baseline that newer methods routinely beat
16 papers critique it · 66 beat it on benchmarks
What papers say
Verbatim critique sentences, each from a paper that cites DoRA as a baseline.
DoRA decomposes the model weights into their directional and magnitude components and fine-tunes both, but only the former remains low-rank.
“This incurs (d_in^2) memory for the identity matrix alone: 32 MB at d_in=4096, 128 MB at d_in=8192 in bf16. Including the dense BA product and composed-weight copy, a single module allocates 3–4 dense [d_out, d_in] temporaries: 512 MB at d_in=8192.”
“DoRA implicitly assumes that the direction of a matrix can be decomposed into per-column units, an assumption that lacks a clear theoretical grounding in matrix analysis.”
“DoRA relies on strict normalization, which makes it sensitive to optimization instabilities: when the adapted weight norm approaches zero, gradients can explode, destabilizing training.”
“Nonetheless, DoRA introduces additional parameters and over-expressive architecture compared to LoRA, which can exacerbate overfitting issues when adapting to small downstream datasets (See tab:gap).”
“These approaches primarily operate in weight space and can improve optimization and generalization under moderate ranks. A common assumption underlying these methods is that task-relevant adaptation directions can be inferred directly from the pretrained weight geometry, without explicit reference to data-induced activation patterns.”
“decomposes pretrained weights into magnitude and direction components, utilizing LoRA for directional updates, reducing trainable parameters and enhancing fine-tuning performance, though its complexity and dependence on data quality may limit its effectiveness.”
“Although DoRA improves LoRA's learning capacity, its parameter count scales with the model's dimensionality since the magnitude component in DoRA is an n-dimensional trainable vector, where n represents the number of columns of the weight matrix.”
“This directly addresses a symptom of the scale ambiguity we identified, but it provides a heuristic fix without altering the core $BA^$ parameterization that creates the ambiguity.”
“DoRA liu2024dora and LoRA+ hayou2024lora, address limitations in LoRA's training dynamics”
“Learning parameter-based adaptation methods may struggle to generalize to out-of-distribution tasks, particularly when the injection of additional parameters is suboptimally placed, potentially leading to degraded performance”
“SoRA and DoRA both incur additional training overhead in the form of architectural modifications, importance calculations, additional regularization terms, or bespoke optimization strategies.”
Beaten on benchmarks
Head-to-head results where a newer method reports beating DoRA. Values are copied from the source paper's tables — verify against the cited paper.
QuIC beats DoRA
28.14 vs 14.59
Pareto · [DeBERTaV3-base]
QuIC: Quantum-Inspired Compound Adapters for Parameter Efficient Fine-TuningWeatherPEFT beats DoRA
0.443 vs 0.246
CLoRA-random-k2048 beats DoRA
29.63 vs 19.96
BA-LoRA beats DoRA
26.18 vs 18.18
WeCoLoRA beats DoRA
33.3 vs 25.6
CIFAR-100 accuracy · [α=1%]
Weight Copy and Low-Rank Adaptation for Few-Shot Distillation of Vision TransformersPARA beats DoRA
84.58 vs 66.63
Accuracy · [Cars]
Post-Optimization Adaptive Rank Allocation for LoRAGOLA-B beats DoRA
61.6 vs 49.3
FLoRA beats DoRA
54.7 vs 45.0
Avg · [40.49M-param budget]
Maintaining Structural Integrity in Parameter Spaces for Parameter Efficient Fine-tuningLoRA-X (from Table 0) beats DoRA
0.329 vs 0.2764
HPSv2 · [Paintings, DoRA]
LoRA-X: Bridging Foundation Models with Training-Free Cross-Model AdaptationTemporalDoRA beats DoRA
0.326 vs 0.276
Acc · [EndoVis18-VQA, Qwen3-VL-2B, Out-of-Template]
TemporalDoRA: Temporal PEFT for Robust Surgical Video Question AnsweringARD-LoRA (adaptive rank) beats DoRA
0.32 vs 0.38
Parameters · [Parameter Efficiency]
ARD-LoRA: Dynamic Rank Allocation for Parameter-Efficient Fine-Tuning of Foundation Models with Heterogeneous Adaptation NeedsOMoE-DoRA beats DoRA
75.7 vs 66.3
Avg. · [LLaMA-2 7B, multi-task (MT)]
OMoE: Diversifying Mixture of Low-Rank Adaptation by Orthogonal Finetuning
What to use instead
Recent methods in the same sub-problem, not yet superseded in the knowledge base — arXiv benchmark leaders, not vetted production recommendations.
- May 29, 2026
- May 28, 2026
- May 19, 2026
- May 15, 2026
- May 12, 2026
- May 11, 2026
- May 11, 2026
- May 8, 2026
- May 5, 2026
- May 5, 2026
- May 5, 2026
- RDP LoRARDP LoRA: Geometry-Driven Identification for Parameter-Efficient Adaptation in Large Language ModelsApr 21, 2026