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Introduce Knowledge Distillation Base (#432)
## Summary Made #417 from the main repo. Thanks to the nice suggestions from @Tcc0403 and @hongpeng-guo. This PR is the s first split from #408, focusing solely on introducing the Knowledge Distillation base class. As a result, this PR does not include any tests at the moment. #### Code Changes 1. Refactor `beta` into two weights: `weight_hard_loss` and `weight_soft_loss`, as coefficients between `hard_loss` and `soft_loss`. @Tcc0403 also pointed out that we could use `torch.lerp` if applicable. 2. Pass `teacher_logits` and `student_logits` directly to the divergence loss function. This avoids redundant computations of converting logits to log probabilities and then reverting them to raw logits. However note that we are not reusing the `student_log_probs` value calculated during `ce_loss` in distillation base. 1. Remove the unnecessary `get_batch_logps` in `test/utils.py`. 3. Modify `chunking` dimensions from `B` to `B * T`. Thanks to @hongpeng-guo's great advice. 1. Fix the loss calculation to use per-token values instead of averaging across the sequence length dimension. 4. Normalize the `distillation_loss` using `(full_target != ignore_index).sum()`. #### TODO 1. [X] Although a slightly slowdown is reasonable, we need to investigate why this PR's implementation is **significantly slower** compared to the naive approach. Thanks to @Tcc0403 's clarification. The issue arises because we are not properly configuring the `chunk_size` for the `B * T` dimension, which is extremely large (a few thousand). The previous default of 1 results in an excessive number of chunks. In contrast, this problem does not occur with the preference loss, as chunking is performed on the `B` dimension. This produces fewer than 10 chunks, which is efficient and works as expected. In conclusion, I set `chunk_size` to `1024` works pretty well in new benchmark results as shown in #425 2. [ ] #417 (comment) #### Knowledge Distillation Knowledge Distillation (KD; [Hinton et al. 2015](https://arxiv.org/abs/1503.02531), [Gou et al. 2020](https://arxiv.org/abs/2006.05525)) is a straightforward way to build a smaller, cheaper model (“student model”) to speed up inference by transferring skills from a pre-trained expensive model (“teacher model”) into the student. In knowledge distillation, a student model is trained to replicate the outputs of a teacher model using a distillation loss. Neural networks typically include a softmax layer; for instance, a large language model produces a probability distribution over tokens. Let `z_t` and `z_s` represent the logits before the softmax layer for the teacher and student models, respectively. The distillation loss reduces the discrepancy between the two softmax outputs at a high temperature `T`. When ground truth labels `y` are available, this approach can be combined with a supervised learning objective, such as cross-entropy, to compare the student’s outputs with the ground truth. The combined loss function is defined as: ```math \mathcal{L}_{\text{knowledge distillation}} = \mathcal{w}_{\text{soft}} \cdot \mathcal{L}_{\text{distill}}(\mathbf{z_t}, \mathbf{z_s}, T) + \mathcal{w}_{\text{hard}} \cdot \mathcal{L}_{\text{cross entropy}}(\mathbf{y}, \mathbf{z_s}), ``` Here, we directly pass in `logits` rather than `logpbs`. @Tcc0403 #### Shared `DistillationBase` To support various distillation learning objectives, this PR aims to add a `LigerFusedLinearDistillationBase` which is basically same as propose by @hongpeng-guo within this discussion #371 (comment). Thank you @hongpeng-guo for thinking through this. ## Testing Done I'll post JSD tests and benchmarks results in next PR: #425 - Hardware Type: L40S - [ ] run `make test` to ensure correctness - [ ] run `make checkstyle` to ensure code style - [ ] run `make test-convergence` to ensure convergence --------- Signed-off-by: Austin Liu <[email protected]> Co-authored-by: shivam15s <[email protected]>
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