This project is designed to test your current knowledge on applying LSTMS to the Cornell Movie Review dataset provided by Cornell University. This dataset contains movie reviews introduced in Pang & Lee (2004) with 2000 total observations. Detailed information about the data can be found here.

Your goal is to develop and compare the performance of a word embedding deep learning classifier to one that incorporates LSTM sequence embedding. I will guide you along the way but this project expects you to do most of the work from importing and preprocessing text, to building the models.

Nearly all the code that you need can be found in these notebooks:

Good luck!

Requirements

library(keras)
library(tidyverse)
library(fs)
library(glue)
library(testthat)

Import the data

For those in the workshop we have already downloaded the movie review data for you into the "/materials/data/cornell_reviews" directory. Outside of the workshop, you can find the download instructions here.

# get path to data
if (stringr::str_detect(here::here(), "conf-2020-user")) {
  movie_dir <- "/home/conf-2020-user/data/cornell_reviews/data"
} else {
  movie_dir <- here::here("materials", "data", "cornell_reviews", "data")
}

fs::dir_tree(movie_dir, recurse = FALSE)
/Users/b294776/Desktop/Workspace/Training/rstudio-conf-2020/dl-keras-tf/materials/data/cornell_reviews/data
├── neg
└── pos

Step 1: You can see the data have already been separated into positive vs negative sets. The actual reviews are contained in individual .txt files. Similar to Intro to word embeddings, let’s go ahead use this structure to our advantage by iterating over each review and…

  1. creating the path to each individual review file,
  2. creating a label based on the “neg” or “pos” folder the review is in, and
  3. saving the output as a data frame with each review on an individual row.
training_files <- _____ %>%
  dir_ls() %>%
  map(dir_ls) %>%
  set_names(basename) %>%
  plyr::ldply(data_frame) %>%
  set_names(c("label", "path"))

# you should have 2000 total observations
expect_equal(nrow(training_files), 2000)

Go ahead and take a look at your data frame

training_files

Step 2: How many obseravations are in each response label (i.e. “neg” vs “pos”)?

count(training_files, _____)

Step 3: Next, let’s iterate over each row and

  1. save the label in a labels vector,
  2. import the movie review, and
  3. save in a texts vector.
obs <- nrow(training_files)
labels <- vector(mode = "integer", length = obs)
texts <- vector(mode = "character", length = obs)

for (file in seq_len(obs)) {
  label <- training_files[[file, "label"]]
  path <- training_files[[file, "path"]]
  
  labels[file] <- ifelse(label == "neg", 0, 1)
  texts[file] <- readChar(path, nchars = file.size(path)) 
}

The number of observations in your text should be equal to the number of responses.

expect_equal(length(texts), length(labels))

Go ahead and check out the text of a couple reviews.

texts[_____]

Data exploration

Step 4: Before preprocessing, let’s get a sense of two attributes that will help us set two of our preprocessing hyperparameters:

  1. How many unique words exist across all our reviews? We’ll use this to determine a good starting point for preprocessing our text.

  2. What is the distribution of word count across all movie reviews (i.e. mean, median)? We’ll use this to determine a good starting point for preprocessing our text.

# reference http://bit.ly/dl-imdb-embeddings for code options

Data preprocessing

Step 5: Now let’s tokenize our text sequences. To do so we:

  1. Specify how many words we want to include. Remember, a good starting point to use roughly 50% of the number of unique words in the data. This is a hyper- parameter that you can always come back to and adjust.
  2. Create a text_tokenizer object which defines how we want to preprocess the text. The defaults are sufficient.
  3. Apply the tokenizer to our text with fit_text_tokenizer().
  4. Extract our vectorized review data with texts_to_sequences().
# 1
top_n_words <- _____

# 2-3
tokenizer <- text_tokenizer(num_words = _____) %>% 
  fit_text_tokenizer(texts)

# 4
sequences <- texts_to_sequences(tokenizer, _____)

Go ahead and check out the first vectorized sequence. Should look familiar from earlier modules.

# The vectorized first instance:
sequences[[1]]

We can see how our tokenizer converted our original text to a cleaned up version:

cat(crayon::blue("Original text:\n"))
texts[[1]]

cat(crayon::blue("\nRevised text:\n"))
paste(unlist(tokenizer$index_word)[sequences[[1]]] , collapse = " ")

Step 6: Next, since each review is a different length, we need to limit ourselves to a certain number of words so that all our text sequences are the same length.

To do so we:

  1. Specify the max length for each sequence. You can start out with 500 and then tune this hyperparameter later.
  2. Use pad_sequences() to truncate or pad reviews to the specified max_len.
max_len <- _____
features <- pad_sequences(_____, maxlen = _____)

Your now have your preprocessed feature data that is a 2D tensor (aka matrix) and contains 2000 observations (rows) and max_len columns.

dim(features)

expect_equal(class(features), "matrix")
expect_equal(dim(features), c(obs, max_len))

You can see how the final preprocessed sequence looks for the first movie review with the following code:

paste(unlist(tokenizer$index_word)[features[1,]], collapse = " ")

Model training

Step 7: To train our model we will use the validation_split procedure within fit(). Remember, this takes the last XX% of our data to be used as our validation set. But if you recall, our data was organized in “neg” and “pos” folders so we should randomize our data to make sure our validation set doesn’t end up being all positive or negative reviews!

set.seed(123)
index <- sample(_____)

x_train <- features[index, ]
y_train <- labels[index]

# there should be 2 unique values (0 - neg, 1 - pos) in last 30% of data
expect_equal(
  length(unique(y_train[floor(length(y_train) * 0.7):length(y_train)])), 
  2
  )

Word embedding model

Step 8: We’re now ready to do modeling. For our first model, let’s create a model that:

  1. applies a word embedding layer
    • input_dim should equal top_n_words
    • input_length should equal max_len
    • start with output_dim = 16
  2. flattens the embeddings
  3. classifies with a dense layer

You can use early stopping if you’d like but for the first model:

  • use the default learning rate
  • 20 epochs is more than enough
  • use a batch size of 32
  • use a validation split of 30%
model_basic <- keras_model_sequential() %>%
  layer_embedding(
    input_dim = _____,      # number of words we are considering
    input_length = _____,   # length that we have set each review to
    output_dim = _____      # length of our word embeddings
    ) %>%  
  layer______() %>%
  layer_dense(units = _____, activation = _____)
  
model_basic %>% compile(
  optimizer = _____,
  loss = _____,
  metrics = "accuracy"
)

history_basic <- model_basic %>% 
  fit(
    x_train, y_train,
    epochs = _____,
    batch_size = _____,
    validation_split = _____
    )

Run the following code to check out your optimal loss and corresponding accuracy.

best_epoch <- which.min(history_basic$metrics$val_loss)
best_loss <- history_basic$metrics$val_loss[best_epoch] %>% round(3)
best_acc <- history_basic$metrics$val_accuracy[best_epoch] %>% round(3)

glue("Our optimal loss is {best_loss} with an accuracy of {best_acc}")

Word embedding + LSTM model

Step 9: Now let’s build on to the previous model by adding an LSTM layer after the layer_embedding layer. When feeding an embedding layer into an LSTM layer you do not need to flatten the layer. Reference the Intro to LSTMs notebook. For this first LSTM model use units = 32.

model_lstm <- keras_model_sequential() %>%
  layer_embedding(
    input_dim = _____,
    input_length = _____,
    output_dim = _____
    ) %>%  
  layer______(units = _____) %>%
  layer_dense(units = _____, activation = _____) 

model_lstm %>% compile(
  optimizer = _____,
  loss = _____,
  metrics = "accuracy"
)

history_lstm <- model_lstm %>% fit(
  x_train, y_train,
  epochs = _____,
  batch_size = _____,
  validation_split = _____
)

Run the following code to check out your optimal loss and corresponding accuracy.

  1. How does it compare to the word embedding only model?
  2. Why do you think there is a difference?
best_epoch <- which.min(history_lstm$metrics$val_loss)
best_loss <- history_lstm$metrics$val_loss[best_epoch] %>% round(3)
best_acc <- history_lstm$metrics$val_accuracy[best_epoch] %>% round(3)

glue("Our optimal loss is {best_loss} with an accuracy of {best_acc}")

Search for a better model

Step 10: Spend the rest of the time tuning hyperparameters and see if you can find a better model. Things you can try:

  • Preprocessing hyperparameters
    • adjust the number of words to retain in the word index (top_n_words)
    • adjust the size of the sequences (max_len)
  • Word embedding layer
    • adjust the output_dim
  • LSTM layer
  • Other
    • adjust the learning rate (or even the optimizer (i.e. try “adam”))
    • adjust the batch_size
    • add a callback to adjust the learning upon plateauing

🏠

---
title: "Can You Improve Sentiment Polarity with LSTMs?"
output:
  html_notebook:
    toc: yes
    toc_float: true
---

```{r setup, include=FALSE}
knitr::opts_chunk$set(echo = TRUE, cache = FALSE, message = FALSE, warning = FALSE)
```

This project is designed to test your current knowledge on applying LSTMS to the
[Cornell Movie Review dataset](http://www.cs.cornell.edu/people/pabo/movie-review-data/)
provided by Cornell University. This dataset contains movie reviews introduced
in [Pang & Lee (2004)](https://bit.ly/2SWGVBZ) with 2000 total observations.
Detailed information about the data can be found [here](https://bit.ly/2N08o22).

Your goal is to develop and compare the performance of a word embedding deep
learning classifier to one that incorporates LSTM sequence embedding. I will
guide you along the way but this project expects you to do most of the work from
importing and preprocessing text, to building the models.

Nearly all the code that you need can be found in these notebooks:

* [Intro to word embeddings](http://bit.ly/dl-imdb-embeddings)
* [Intro to LSTMs](http://bit.ly/dl-lstm-intro)

___Good luck!___

# Requirements

```{r}
library(keras)
library(tidyverse)
library(fs)
library(glue)
library(testthat)
```

# Import the data

For those in the workshop we have already downloaded the movie review data for
you into the `"/materials/data/cornell_reviews"` directory. Outside of the
workshop, you can find the download instructions [here](http://bit.ly/dl-rqmts).

```{r}
# get path to data
if (stringr::str_detect(here::here(), "conf-2020-user")) {
  movie_dir <- "/home/conf-2020-user/data/cornell_reviews/data"
} else {
  movie_dir <- here::here("materials", "data", "cornell_reviews", "data")
}

fs::dir_tree(movie_dir, recurse = FALSE)
```

__Step 1__: You can see the data have already been separated into  positive vs 
negative sets. The actual reviews are contained in individual .txt files. Similar
to [Intro to word embeddings](http://bit.ly/dl-imdb-embeddings), let's go ahead
use this structure to our advantage by iterating over each review and...

1. creating the path to each individual review file,
2. creating a label based on the “neg” or “pos” folder the review is in, and
3. saving the output as a data frame with each review on an individual row.

```{r}
training_files <- _____ %>%
  dir_ls() %>%
  map(dir_ls) %>%
  set_names(basename) %>%
  plyr::ldply(data_frame) %>%
  set_names(c("label", "path"))

# you should have 2000 total observations
expect_equal(nrow(training_files), 2000)
```

Go ahead and take a look at your data frame

```{r}
training_files
```

__Step 2__: How many obseravations are in each response label (i.e. "neg" vs "pos")?

```{r}
count(training_files, _____)
```

__Step 3__: Next, let's iterate over each row and

1. save the label in a labels vector,
2. import the movie review, and
3. save in a texts vector.

```{r}
obs <- nrow(training_files)
labels <- vector(mode = "integer", length = obs)
texts <- vector(mode = "character", length = obs)

for (file in seq_len(obs)) {
  label <- training_files[[file, "label"]]
  path <- training_files[[file, "path"]]
  
  labels[file] <- ifelse(label == "neg", 0, 1)
  texts[file] <- readChar(path, nchars = file.size(path)) 
}
```

The number of observations in your text should be equal to the number of responses.

```{r}
expect_equal(length(texts), length(labels))
```

Go ahead and check out the text of a couple reviews.

```{r}
texts[_____]
```

# Data exploration

__Step 4__: Before preprocessing, let's get a sense of two attributes that will
help us set two of our preprocessing hyperparameters:

1. How many unique words exist across all our reviews? We'll use this to determine
a good starting point for preprocessing our text.

2. What is the distribution of word count across all movie reviews (i.e. mean, 
median)? We'll use this to determine a good starting point for preprocessing our
text.

```{r}
# reference http://bit.ly/dl-imdb-embeddings for code options
```

# Data preprocessing

__Step 5__: Now let's tokenize our text sequences. To do so we:

1. Specify how many words we want to include. Remember, a good starting point
   to use roughly 50% of the number of unique words in the data. This is a hyper-
   parameter that you can always come back to and adjust.
2. Create a `text_tokenizer` object which defines how we want to preprocess the
   text. The defaults are sufficient.
3. Apply the tokenizer to our text with `fit_text_tokenizer()`.
4. Extract our vectorized review data with `texts_to_sequences()`.

```{r}
# 1
top_n_words <- _____

# 2-3
tokenizer <- text_tokenizer(num_words = _____) %>% 
  fit_text_tokenizer(texts)

# 4
sequences <- texts_to_sequences(tokenizer, _____)
```

Go ahead and check out the first vectorized sequence. Should look familiar from
earlier modules.

```{r}
# The vectorized first instance:
sequences[[1]]
```

We can see how our tokenizer converted our original text to a cleaned up 
version:

```{r} 
cat(crayon::blue("Original text:\n"))
texts[[1]]

cat(crayon::blue("\nRevised text:\n"))
paste(unlist(tokenizer$index_word)[sequences[[1]]] , collapse = " ")
```

__Step 6__: Next, since each review is a different length, we need to limit
ourselves to a certain number of words so that all our text sequences are the
same length. 

To do so we:

1. Specify the max length for each sequence. You can start out with 500 and then
tune this hyperparameter later.
2. Use `pad_sequences()` to truncate or pad reviews to the specified `max_len`.

```{r}
max_len <- _____
features <- pad_sequences(_____, maxlen = _____)
```

Your now have your preprocessed feature data that is a 2D tensor (aka matrix)
and contains 2000 observations (rows) and `max_len` columns.

```{r}
dim(features)

expect_equal(class(features), "matrix")
expect_equal(dim(features), c(obs, max_len))
```

You can see how the final preprocessed sequence looks for the first movie review
with the following code:

```{r}
paste(unlist(tokenizer$index_word)[features[1,]], collapse = " ")
```

# Model training

__Step 7__: To train our model we will use the `validation_split` procedure
within `fit()`. Remember, this takes the last XX% of our data to be used as our
validation set. But if you recall, our data was organized in "neg" and "pos"
folders so we should randomize our data to make sure our validation set doesn’t
end up being all positive or negative reviews!

```{r}
set.seed(123)
index <- sample(_____)

x_train <- features[index, ]
y_train <- labels[index]

# there should be 2 unique values (0 - neg, 1 - pos) in last 30% of data
expect_equal(
  length(unique(y_train[floor(length(y_train) * 0.7):length(y_train)])), 
  2
  )
```

## Word embedding model

__Step 8__: We're now ready to do modeling. For our first model, let's create a
model that:

1. applies a word embedding layer
   - `input_dim` should equal `top_n_words`
   - `input_length` should equal `max_len`
   - start with `output_dim` = 16
2. flattens the embeddings
3. classifies with a dense layer

You can use early stopping if you'd like but for the first model:

* use the default learning rate
* 20 epochs is more than enough
* use a batch size of 32
* use a validation split of 30%

```{r}
model_basic <- keras_model_sequential() %>%
  layer_embedding(
    input_dim = _____,      # number of words we are considering
    input_length = _____,   # length that we have set each review to
    output_dim = _____      # length of our word embeddings
    ) %>%  
  layer______() %>%
  layer_dense(units = _____, activation = _____)
  
model_basic %>% compile(
  optimizer = _____,
  loss = _____,
  metrics = "accuracy"
)

history_basic <- model_basic %>% 
  fit(
    x_train, y_train,
    epochs = _____,
    batch_size = _____,
    validation_split = _____
    )
```

Run the following code to check out your optimal loss and corresponding accuracy.

```{r}
best_epoch <- which.min(history_basic$metrics$val_loss)
best_loss <- history_basic$metrics$val_loss[best_epoch] %>% round(3)
best_acc <- history_basic$metrics$val_accuracy[best_epoch] %>% round(3)

glue("Our optimal loss is {best_loss} with an accuracy of {best_acc}")
```

## Word embedding + LSTM model

__Step 9__: Now let's build on to the previous model by adding an LSTM layer
after the `layer_embedding` layer. When feeding an embedding layer into an LSTM
layer you __do not__ need to flatten the layer. Reference the [Intro to LSTMs notebook](http://bit.ly/dl-lstm-intro#train-an-lstm). For this first LSTM model
use `units = 32`.

```{r}
model_lstm <- keras_model_sequential() %>%
  layer_embedding(
    input_dim = _____,
    input_length = _____,
    output_dim = _____
    ) %>%  
  layer______(units = _____) %>%
  layer_dense(units = _____, activation = _____) 

model_lstm %>% compile(
  optimizer = _____,
  loss = _____,
  metrics = "accuracy"
)

history_lstm <- model_lstm %>% fit(
  x_train, y_train,
  epochs = _____,
  batch_size = _____,
  validation_split = _____
)
```

Run the following code to check out your optimal loss and corresponding accuracy.

1. How does it compare to the word embedding only model?
2. Why do you think there is a difference?

```{r}
best_epoch <- which.min(history_lstm$metrics$val_loss)
best_loss <- history_lstm$metrics$val_loss[best_epoch] %>% round(3)
best_acc <- history_lstm$metrics$val_accuracy[best_epoch] %>% round(3)

glue("Our optimal loss is {best_loss} with an accuracy of {best_acc}")
```

## Search for a better model

__Step 10__: Spend the rest of the time tuning hyperparameters and see if you
can find a better model. Things you can try:

* Preprocessing hyperparameters
   - adjust the number of words to retain in the word index (`top_n_words`)
   - adjust the size of the sequences (`max_len`)
* Word embedding layer
   - adjust the `output_dim`
* LSTM layer
   - adjust the number of `units`
   - add dropout (ref http://bit.ly/dl-lstm-intro#your-turn-5min-1)
   - maybe even add a 2nd LSTM layer
* Other
   - adjust the learning rate (or even the optimizer (i.e. try "adam"))
   - adjust the `batch_size`
   - add a callback to adjust the learning upon plateauing

[🏠](https://github.com/rstudio-conf-2020/dl-keras-tf)