tf-seq2seq-losses 0.3.0

Creator: bradpython12

Last updated:

0 purchases

TODO
Add to Cart

Description:

tfseq2seqlosses 0.3.0

tf-seq2seq-losses
Tensorflow implementations for
Connectionist Temporal Classification
(CTC) loss functions that are fast and support second-order derivatives.
Installation
$ pip install tf-seq2seq-losses

Why Use This Package?
1. Faster Performance
Official CTC loss implementation,
tf.nn.ctc_loss,
is significantly slower.
Our implementation is approximately 30 times faster, as shown by the benchmark results:



Name
Forward Time (ms)
Gradient Calculation Time (ms)




tf.nn.ctc_loss
13.2 ± 0.02
10.4 ± 3


classic_ctc_loss
0.138 ± 0.006
0.28 ± 0.01


simple_ctc_loss
0.0531 ± 0.003
0.119 ± 0.004



Tested on a single GPU: GeForce GTX 970, Driver Version: 460.91.03, CUDA Version: 11.2. For the experimental setup, see
benchmark.py
To reproduce this benchmark, run the following command from the project root directory
(install pytest and pandas if needed):
$ pytest -o log_cli=true --log-level=INFO tests/benchmark.py

Here, classic_ctc_loss is the standard version of CTC loss with token collapsing, e.g., a_bb_ccc_c -> abcc.
The simple_ctc_loss is a simplified version that removes blanks trivially, e.g., a_bb_ccc_c -> abbcccc.
2. Supports Second-Order Derivatives
This implementation supports second-order derivatives without using TensorFlow's autogradient.
Instead, it uses a custom approach similar to the one described
here
with a complexity of
O(l4),
where
l
is the sequence length. The gradient complexity is
O(l2).
Example usage:
import tensorflow as tf
from tf_seq2seq_losses import classic_ctc_loss

batch_size = 2
num_tokens = 3
logit_length = 5
labels = tf.constant([[1, 2, 2, 1], [1, 2, 1, 0]], dtype=tf.int32)
label_length = tf.constant([4, 3], dtype=tf.int32)
logits = tf.zeros(shape=[batch_size, logit_length, num_tokens], dtype=tf.float32)
logit_length = tf.constant([5, 4], dtype=tf.int32)

with tf.GradientTape(persistent=True) as tape1:
tape1.watch([logits])
with tf.GradientTape() as tape2:
tape2.watch([logits])
loss = tf.reduce_sum(classic_ctc_loss(
labels=labels,
logits=logits,
label_length=label_length,
logit_length=logit_length,
blank_index=0,
))
gradient = tape2.gradient(loss, sources=logits)
hessian = tape1.batch_jacobian(gradient, source=logits, experimental_use_pfor=False)
# shape = [2, 5, 3, 5, 3]

3. Numerical Stability

The proposed implementation is more numerically stable,
producing reasonable outputs even for logits of order 1e+10 and -tf.inf.
If the logit length is too short to predict the label output,
the loss is tf.inf for that sample, unlike tf.nn.ctc_loss, which might output 707.13184.

4. Pure Python Implementation
This is a pure Python/TensorFlow implementation, eliminating the need to build or compile any C++/CUDA components.
Usage
The interface is identical to tensorflow.nn.ctc_loss with logits_time_major=False.
Example:
import tensorflow as tf
from tf_seq2seq_losses import classic_ctc_loss

batch_size = 1
num_tokens = 3 # = 2 tokens + 1 blank token
logit_length = 5
loss = classic_ctc_loss(
labels=tf.constant([[1, 2, 2, 1]], dtype=tf.int32),
logits=tf.zeros(shape=[batch_size, logit_length, num_tokens], dtype=tf.float32),
label_length=tf.constant([4], dtype=tf.int32),
logit_length=tf.constant([logit_length], dtype=tf.int32),
blank_index=0,
)

Under the Hood
The implementation uses TensorFlow operations such as tf.while_loop and tf.TensorArray.
The main computational bottleneck is the iteration over the logit length to calculate α and β
(as described in the original
CTC paper).
The expected gradient GPU calculation time is linear with respect to the logit length.
Known Issues
1. Warning:

AutoGraph could not transform <function classic_ctc_loss at ...> and will run it as-is.
Please report this to the TensorFlow team. When filing the bug, set the verbosity to 10
(on Linux, export AUTOGRAPH_VERBOSITY=10) and attach the full output.

Observed with TensorFlow version 2.4.1.
This warning does not affect performance and is caused by the use of Union in type annotations.
2. UnimplementedError:
Using tf.jacobian and tf.batch_jacobian for the second derivative of classic_ctc_loss with
experimental_use_pfor=False in tf.GradientTape may cause an unexpected UnimplementedError
in TensorFlow version 2.4.1 or later.
This can be avoided by setting experimental_use_pfor=True
or by using ClassicCtcLossData.hessian directly without tf.GradientTape.
Feel free to reach out if you have any questions or need further clarification.

License

For personal and professional use. You cannot resell or redistribute these repositories in their original state.

Files In This Product:

Customer Reviews

There are no reviews.