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Migrate to JAX SC Embedding PreprocessedInput
#140
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Summary of Changes
Hello @manuadg-google, I'm Gemini Code Assist1! I'm currently reviewing this pull request and will post my feedback shortly. In the meantime, here's a summary to help you and other reviewers quickly get up to speed!
I've updated the JAX SC Embedding lookup mechanism to leverage the PreprocessedInput
class. This change standardizes the handling and partitioning of sparse inputs, ensuring better integration and consistency within the JAX framework for embedding operations.
Highlights
- Configuration Update: I've introduced
sparse_input_partition
within theEmbeddingLookupConfiguration
to explicitly manage the partitioning of preprocessed sparse inputs, ensuring proper sharding. - Input Preprocessing Migration: I've updated both the forward (
embedding_lookup
) and backward (embedding_lookup_bwd
) passes to wrap thesparse_dense_matmul_input
withembedding.PreprocessedInput
. This standardizes how sparse inputs are prepared for embedding operations. - Sharding Specification Alignment: I've adjusted the
in_specs
forshard_map
calls in both the forward and backward functions to correctly reference the newconfig.sparse_input_partition
, aligning sharding with thePreprocessedInput
structure. - Type Hint Refinement: I've updated the type hint for
sparse_input
in thegrad_func
withinembedding_lookup_bwd
toembedding.PreprocessedInput
, reflecting the migration to the new input class.
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Code Review
This pull request migrates the JAX sparse-core embedding lookup to use PreprocessedInput
. The changes are consistent and correctly update the configuration, input processing, and sharding specifications. I have one suggestion to improve code maintainability by refactoring duplicated code into a helper function. Otherwise, the changes look good.
Update embedding_lookup.py
The JAX SC library is evolving to support minibatching via the dataclass
PreprocessedInput
which wraps the previous inputSparseDenseMatmulInput
. Thenum_minibatches
field inPreprocessedInput
needs to be replicated hence the updated sharding.