Optimizing ML Results: Chaining Models for Better Performance | Vadim Arzamasov | Oct ’24

SeniorTechInfo
5 Min Read

Discovering the Power of ML Metamorphosis: The Universal Principle of Knowledge Distillation, Model Compression, and Rule Extraction

When it comes to machine learning model training, the traditional data collection, cleaning, and model fitting process is familiar. But, have you ever considered taking it to the next level — akin to the metamorphosis seen in nature? Just like some insects undergo significant transformations before reaching maturity, machine learning models too can evolve into a more sophisticated form. This process, which I like to call “ML metamorphosis,” involves chaining multiple models together to create a final model that surpasses the quality achievable by training directly from the initial data.

The concept of ML metamorphosis revolves around a series of steps:

  • Start with initial knowledge, Data 1.
  • Train an ML model, Model A, on this data.
  • Generate new data, Data 2, using Model A.
  • Finally, use Data 2 to fit your target model, Model B.

This process goes beyond traditional knowledge distillation where a smaller neural network replaces a larger one. The beauty of ML metamorphosis lies in the fact that neither the initial model (Model A) nor the final model (Model B) need to be neural networks at all.

Example: Applying ML Metamorphosis to the MNIST Dataset

Let’s illustrate this concept with a practical example. Suppose you aim to train a multi-class decision tree on the MNIST dataset but have only 1,000 labeled images. Training the tree directly on this limited data would cap the accuracy at around 0.67. However, by leveraging ML metamorphosis, you can significantly enhance the results.

Before delving into the solution, let’s explore the techniques driving this approach.

1. Knowledge Distillation

Knowledge distillation involves transferring knowledge from a complex teacher model to a more compact student model. By introducing a transfer set that includes original data and pseudo-labeled data derived from the teacher model, the student model can mimic the teacher’s performance while being lighter and faster.

The student model obtained through knowledge distillation outperforms a model trained solely on the original data.

2. Model Compression

Model compression serves as a precursor to knowledge distillation but with significant differences. It focuses on approximating feature distributions to create a transfer set, allowing the training of a more efficient target model while retaining the performance of the initial model.

The compressed model trained using model compression often outperforms a similar model trained on the original data.

3. Rule Extraction

When the challenge lies in the opacity of a model’s decision-making, pedagogical rule extraction offers a solution. By training a more interpretable model to replicate the behavior of the opaque teacher model, a set of human-readable rules can be derived.

Transparent models created through this method sometimes achieve higher accuracy than models trained directly on the original data.

4. Simulations as Model A

Model A doesn’t necessarily need to be an ML model; it can also be a computer simulation of a non-ML process. By running simulations on diverse inputs, a surrogate model (Model B) can be developed to accelerate tasks like optimization.

Enhancing MNIST Results through ML Metamorphosis

A key example highlights how semi-supervised learning can improve a CNN’s performance on the MNIST dataset. By leveraging ML metamorphosis, the accuracy can be significantly enhanced compared to direct training on limited labeled data.

ML metamorphosis embodies a transformative approach that can yield superior results by chaining models and creating enriched transfer sets. While challenges exist in finding the right transfer set, the potential benefits of this universal principle are immense.

Conclusion

ML metamorphosis presents a novel paradigm in enhancing machine learning model performance beyond traditional training methods. By incorporating knowledge distillation, model compression, rule extraction, and simulations, this universal principle unlocks the potential for groundbreaking advancements in the field of ML.

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