Linear Projections of Teacher Embeddings for Few-Class Distillation
Noel Loo, Fotis Iliopoulos, Wei Hu, Erik Vee

TL;DR
This paper introduces LELP, a novel knowledge distillation method that leverages linear projections of teacher embeddings to improve performance in few-class NLP tasks, outperforming existing methods.
Contribution
LELP identifies informative linear subspaces in teacher embeddings and trains students to replicate pseudo-classes, advancing distillation for few-class problems.
Findings
LELP outperforms existing distillation methods on NLP benchmarks.
LELP is effective for binary and few-class classification tasks.
LELP demonstrates consistent improvements across multiple datasets.
Abstract
Knowledge Distillation (KD) has emerged as a promising approach for transferring knowledge from a larger, more complex teacher model to a smaller student model. Traditionally, KD involves training the student to mimic the teacher's output probabilities, while more advanced techniques have explored guiding the student to adopt the teacher's internal representations. Despite its widespread success, the performance of KD in binary classification and few-class problems has been less satisfactory. This is because the information about the teacher model's generalization patterns scales directly with the number of classes. Moreover, several sophisticated distillation methods may not be universally applicable or effective for data types beyond Computer Vision. Consequently, effective distillation techniques remain elusive for a range of key real-world applications, such as sentiment analysis,…
Peer Reviews
Decision·Submitted to ICLR 2025
1.The idea of modality-independent of model distillation is interesting. 2.The implementation details are well-presented in the paper and comprehensive experiments are provided. 3.This paper is fluently written. The proposed method is easy to follow.
1.In the abstract and introduction section, the authors mentioned that existing methods can not perform well on few-class distillation because of the teacher model’s generalization patterns scales based on the number of classes. Could you explain more about this issue? Also, why the proposed method can solve the impact of poor generalization of the teacher model? 2.Most of the references on knowledge distillation are around 2020, which is too early and limited to reflect the development of work
- The problem that the paper deals with (specifically, handling small number of class in knowledge distillation) is important and valuable. Also, the general idea of extending the clusters from the given classes to sub-classes is interesting and valid. -The results that were reported are also somewhat encouraging.
- In section 3 the authors argued that in case the student and the teacher do not share the same embedding dimensions, a learnable projection layer is required which can often harm performance - however, the authors do not provide any explanation or evidence to this sentence (why it harms performance?) nor at least any reference to this determination. Also note that the proposed approach in the paper includes much more projection layers - why in this case the authors don’t think it can harm the
1. The author's viewpoint that "the information about the teacher model’s generalization patterns scales directly with the number of classes" is insightful and is not limited to knowledge distillation tasks. 2. The LELP method innovatively leverages structural information, i.e., "subclasses", in the teacher model's embedding space to enhance the performance of the student model, without the need to retrain the teacher model, and it is insensitive to differences in data types and model architect
1. Could you provide a more detailed explanation of why it is more effective to first project onto the "null-space" before performing PCA? 2. Why does random rotation guarantee that each direction has the same variance in expectation? Are there any theoretical insights regarding this? 3. When the number of categories in the dataset is sufficiently large, utilizing subclasses can further increase the category count. In this scenario, applying cross-entropy loss for distillation may weaken knowl
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Taxonomy
TopicsWater Systems and Optimization · Process Optimization and Integration
