This CL adds a new function to Gemma that allows for batching of multiple prompts. The function takes a vector of prompts and returns a vector of responses. The prompts are processed in parallel, and the responses are returned in the same order as the prompts.
PiperOrigin-RevId: 648367559
Helper functions to tokenize/wrap
Move LayersOutputFunc into RuntimeConfig
AcceptFunc passes the probability
Implement StringFromType using the parser, and verify results match
PiperOrigin-RevId: 643255119
accept_token: allow default, check if empty when using
allow mixing sample_func and stream_func, call the latter after the former
Also fix missing includes/deps.
PiperOrigin-RevId: 642240012
This changes the command line flags, but the default value retains the previous behavior.
Also add a CreateGemma helper to enable extra args without interface changes.
PiperOrigin-RevId: 641266411
With this addition the ComputeCrossEntropy function can be moved
to its own library, because now we can compute it using only the
public API functions from gemma.h
Split common and weights into separate lib
Remove common-inl (does not have to be SIMD code), activations.cc
Centralize switch(Model) to avoid duplication
Move CompressWeightsT to compress_weights.cc
Move LoadWeights to weights.cc
PiperOrigin-RevId: 640869202
This is still in progress / experimental, currently it is only
implemented for normal gemma MQA attention layers, and no
parallelism is added yet for backward pass.
Since we need to remember all activations from all layers, the
forward pass was also reimplemented with a new activation data
structure.
Remove extra Dot() overload
MatVecAdd always adds, use MatVecT<kAdd> if conditional.
Remove ununsed MatVecAddLoop and MatVecLoop
No longer tsan-verify even_odd
PiperOrigin-RevId: 631377279
Move the loop over the tokens inside the attention block and
then create kHeads * num_tokens threads.
This helps the multi-threaded speed only in case of the 2b gemma
model, but to be consistent we move the loop over the tokens inside
the griffin recurrent layer and the FFW layer as well. This is
also a preparation for using the MatMul operation later.
Benchmark results (summarization with 1600 tokens for prefill
and essay writing with 500 tokens for generation):
```
Prefill speed
Num threads BEFORE AFTER
32 61.76 t/s 65.08 t/s
64 89.46 t/s 98.62 t/s
```
We compute all three projections with one MatVec and then copy
the kv part to the cache.
Benchmark results for 7b-it model that uses MHA blocks (summarization with
1600 tokens for prefill and essay writing with 500 tokens for generation):
```
Prefill speed Generation speed
Num threads BEFORE AFTER BEFORE AFTER
32 13.75 t/s 14.80 t/s 9.22 t/s 9.77 t/s
64 19.89 t/s 24.83 t/s 12.46 t/s 13.66 t/s
```
We use MatVec instead of MatVecLoop for the per-head dense layers,
because we can parallelize more on the rows of the matrix than
on the number of heads. This will be even more efficient after
we rearrange the weights and can have a single MatVec operation.
Benchmark results (summarization with 1600 tokens for prefill
and essay writing with 500 tokens for generation):
```
Prefill speed Generation speed
Num threads BEFORE AFTER BEFORE AFTER
32 58.24 t/s 61.79 t/s 32.11 t/s 32.62 t/s
64 83.62 t/s 92.00 t/s 41.10 t/s 41.80 t/s
```
Instead of MatVecLoop, we use MatVec and we combine k and v
into one 2 * kQKVDim long vector so that K and V projections
can be combined into one MatVec operation.
Benchmark results (summarization with 1600 tokens for prefill
and essay writing with 500 tokens for generation):
```
Prefill speed Generation speed
Num threads BEFORE AFTER BEFORE AFTER
4 9.81 t/s 9.96 t/s 8.39 t/s 8.46 t/s
18 31.50 t/s 36.67 t/s 23.10 t/s 25.83 t/s
32 45.36 t/s 58.91 t/s 27.60 t/s 31.25 t/s
64 57.72 t/s 80.64 t/s 35.40 t/s 39.76 t/s
```
We only used inner_pool in the prefill FFW function, and there we
can achieve sufficient parallelism on the rows of the matrix-vector
multiplications.
Benchmark results on a 1600-token summarization task:
```
Prefill speed
Num threads BEFORE AFTER
4 9.24 t/s 9.76 t/s
18 31.41 t/s 31.16 t/s
32 31.41 t/s 45.13 t/s
64 31.03 t/s 57.85 t/s
```
Jan Wassenberg
The gemma.cpp Authors
RangerUFO
Daniel Keysers
Copybara-Service
Zoltan Szabadka
Paul Chang
Apoorv Reddy
Charles Chan