Keras Tutorial - Spoken Language Understanding

In previous tutorial, we have had a introduction to convolutional neural networks(CNNs) and keras deep learning framework. We have used them to solve a computer vision(CV) problem: traffic sign recognition. Today, we will solve a natural language processing (NLP) problem with keras.

Problem and the Dataset

Problem we are going to tackle is Natural Language Understanding. It aims to extract meanining of speech utterances. However, this is still an unsolved problem. Therefore, we break this problem into a solvable practical problem of understanding the speaker in a limited context. In particular, we want to identify the intent of a speaker asking for information about flights.

Dataset we are going to use is Airline Travel Information System (ATIS). This dataset was collected by DARPA in the early 90s. ATIS consists of spoken queries on flight related information. An example utterance is I want to go from Boston to Atlanta on Monday. Understanding this is then reduced to identifying arguments like Destination and Departure Day. This task is called slot-filling.

Here is an example sentence and its labels You will observe that labels are encoded in Inside Outside Beginning (IOB) representation. from the dataset:

 Words Show flights from Boston to New York today Labels O O O B-dept O B-arr I-arr B-date

The ATIS official split contains 4,978/893 sentences for a total of 56,590/9,198 words (average sentence length is 15) in the train/test set. The number of classes (different slots) is 128 including the O label (NULL). Unseen words in the test set are encoded by <UNK> token and each digit is replaced with string DIGIT, i.e 20 is converted to DIGITDIGIT.

Our approach to the problem is to use

• Word embeddings
• Recurrent Neural Networks

I’ll talk about these briefly in the following sections.

Word Embeddings

Word embeddings maps words to a vector in a high-dimensional space. If learnt the right way, these word embeddings can learn semantic and syntactic information of the words i.e, similar words are close to each other in this space and dissimilar words far apart.

These can be learnt either using large amount of text like Wikipedia or specifically for a given problem. We will take the second approach for this problem.

As an illustation, I have shown here the nearest neighbors in the word embedding space for some of the words . This embedding space was learnt by the model we define later in the post.

sunday delta california boston august time car
wednesday continental colorado nashville september schedule rental
saturday united florida toronto july times limousine
friday american ohio chicago june schedules rentals
monday eastern georgia phoenix december dinnertime cars
tuesday northwest pennsylvania cleveland november ord taxi
thursday us north atlanta april f28 train
wednesdays nationair tennessee milwaukee october limo limo
saturdays lufthansa minnesota columbus january departure ap
sundays midwest michigan minneapolis may sfo later

Recurrent Neural Networks

Convolutional layers can be a great way to pool local information, but they do not really capture the sequentiality of the data. Recurrent Neural Networks (RNNs) help us tackle sequential information like natural language.

If we are going to predict properties of the current word, we better remember the words before it too. An RNN has such an internal state/memory which stores the summary of the sequence it has seen so far. This allows us to use RNNs to solve complicated word tagging problems like part of speech (POS) tagging or slot filling as in our case.

Following diagram illustrates the internals of RNN:

Source: Nature

Let’s briefly go through the diagram:

• $x_1, x_2, ..., x_{t-1}, x_{t}, x_{t+1}...$ is input to the RNN.
• $s_t$ is the hidden state of the RNN at the step $t$ . This is computed based on the state at the step $t-1$ as $s_t = f(Ux_t + Ws_{t-1})$. Here f is a nonlinearity like tanh or ReLU.
• $o_t$ is the output at the step $t$. Computed as $o_t = f(Vs_t)$
• $U, V, W$ are the learnable parameters of RNN.

For our problem, we will pass word embeddings sequence as the input to the RNN.

Putting it all together

Now that we’ve setup the problem and have a understanding of the basic blocks, let’s code it up.

Since we are using IOB representation for labels, it’s not trivial to calculate the scores of our model. We therefore use the conlleval perl script to compute the F1 Scores. I’ve adapted the code from here for the data preprocessing and score calculation. Complete code is available at GitHub

$git clone https://github.com/chsasank/ATIS.keras.git$ cd ATIS.keras


I recommend using jupyter notebook to run and experiment with the snippets from the tutorial.

$jupyter notebook  Loading Data Let’s load the data using data.load.atisfull(). It will download the data first time it is run. Words and labels are encoded as indexes to a vocabulary. This vocabulary is stored in w2idx and labels2idx. import numpy as np import data.load train_set, valid_set, dicts = data.load.atisfull() w2idx, labels2idx = dicts['words2idx'], dicts['labels2idx'] train_x, _, train_label = train_set val_x, _, val_label = valid_set # Create index to word/label dicts idx2w = {w2idx[k]:k for k in w2idx} idx2la = {labels2idx[k]:k for k in labels2idx} # For conlleval script words_train = [ list(map(lambda x: idx2w[x], w)) for w in train_x] labels_train = [ list(map(lambda x: idx2la[x], y)) for y in train_label] words_val = [ list(map(lambda x: idx2w[x], w)) for w in val_x] labels_val = [ list(map(lambda x: idx2la[x], y)) for y in val_label] n_classes = len(idx2la) n_vocab = len(idx2w)  Let’s print an example sentence and label. print("Example sentence : {}".format(words_train[0])) print("Encoded form: {}".format(train_x[0])) print() print("It's label : {}".format(labels_train[0])) print("Encoded form: {}".format(train_label[0]))  Output: Example sentence : ['i', 'want', 'to', 'fly', 'from', 'boston', 'at', 'DIGITDIGITDIGIT', 'am', 'and', 'arrive', 'in', 'denver', 'at', 'DIGITDIGITDIGITDIGIT', 'in', 'the', 'morning'] Encoded form: [232 542 502 196 208 77 62 10 35 40 58 234 137 62 11 234 481 321] It's label : ['O', 'O', 'O', 'O', 'O', 'B-fromloc.city_name', 'O', 'B-depart_time.time', 'I-depart_time.time', 'O', 'O', 'O', 'B-toloc.city_name', 'O', 'B-arrive_time.time', 'O', 'O', 'B-arrive_time.period_of_day'] Encoded form: [126 126 126 126 126 48 126 35 99 126 126 126 78 126 14 126 126 12]  Keras model Next we define the keras model. Keras has inbuilt Embedding layer for word embeddings. It expects integer indices. SimpleRNN is the recurrent neural network layer described above. We will have to use TimeDistributed to pass the output of RNN $o_t$ at each time step $t$ to a fully connected layer. Otherwise, output at the final time step will be passed on to the next layer. from keras.models import Sequential from keras.layers.embeddings import Embedding from keras.layers.recurrent import SimpleRNN from keras.layers.core import Dense, Dropout from keras.layers.wrappers import TimeDistributed from keras.layers import Convolution1D model = Sequential() model.add(Embedding(n_vocab,100)) model.add(Dropout(0.25)) model.add(SimpleRNN(100,return_sequences=True)) model.add(TimeDistributed(Dense(n_classes, activation='softmax'))) model.compile('rmsprop', 'categorical_crossentropy')  Training Now, let’s start training our model. We will pass each sentence as a batch to the model. We cannot use model.fit() as it expects all the sentences to be of same size. We will therefore use model.train_on_batch(). Training is very fast as the dataset is relatively small. Each epoch takes 20 seconds on my Macbook Air. import progressbar n_epochs = 30 for i in range(n_epochs): print("Training epoch {}".format(i)) bar = progressbar.ProgressBar(max_value=len(train_x)) for n_batch, sent in bar(enumerate(train_x)): label = train_label[n_batch] # Make labels one hot label = np.eye(n_classes)[label][np.newaxis,:] # View each sentence as a batch sent = sent[np.newaxis,:] if sent.shape[1] > 1: #ignore 1 word sentences model.train_on_batch(sent, label)  Evaluation To measure the accuracy of the model, we use model.predict_on_batch() and metrics.accuracy.conlleval(). from metrics.accuracy import conlleval labels_pred_val = [] bar = progressbar.ProgressBar(max_value=len(val_x)) for n_batch, sent in bar(enumerate(val_x)): label = val_label[n_batch] label = np.eye(n_classes)[label][np.newaxis,:] sent = sent[np.newaxis,:] pred = model.predict_on_batch(sent) pred = np.argmax(pred,-1)[0] labels_pred_val.append(pred) labels_pred_val = [ list(map(lambda x: idx2la[x], y)) \ for y in labels_pred_val] con_dict = conlleval(labels_pred_val, labels_val, words_val, 'measure.txt') print('Precision = {}, Recall = {}, F1 = {}'.format( con_dict['r'], con_dict['p'], con_dict['f1']))  With this model, I get 92.36 F1 Score. Precision = 92.07, Recall = 92.66, F1 = 92.36  Note that for the sake of brevity, I’ve not showed logging part of the code. Loggging losses and accuracies is an important part of coding up an model. An improved model (described in the next section) with logging is at main.py. You can run it as : $ python main.py


Improvements

One drawback with our current model is that there is no lookahead. i.e, output $o_t$ depends only on the current and previous words but not on the words next to it. One can imagine that clues about the properties of the current word is also held by next word.

Lookahead can easily be implemented by having a convolutional layer before RNN and after word embeddings:

model = Sequential()
model.compile('rmsprop', 'categorical_crossentropy')


With this improved model, I get 94.90 F1 Score.

Conclusion

In this tutorial, we have learnt about word embeddings and RNNs. We have applied these to a NLP problem: ATIS. We also have made an improvement to our model.

To improve the model further, we could try using word embeddings learnt on a large corpus like Wikipedia. Also, there are variants of RNNs like LSTM or GRU which can be experimented with.

References

1. Grégoire Mesnil, Xiaodong He, Li Deng and Yoshua Bengio. Investigation of Recurrent-Neural-Network Architectures and Learning Methods for Spoken Language Understanding. Interspeech, 2013. pdf
2. Recurrent Neural Networks with Word Embeddings, theano tutorial