First off, what is FLM? It’s a library that allows you to build neural networks in a declarative way using Python and JAX. This means that instead of writing imperative code like we do in TensorFlow or PyTorch, we write functional code that describes the structure of our model.
Here’s an example:
# Import necessary libraries
import jax # Import JAX library
from flax import linen as nn # Import flax's linen module as nn
# Define a class for our model
class MyModel(nn.Module):
# Define input and output shapes for this module
@nn.compact # Decorator to indicate that this function is a compact module
def __call__(self, inputs):
x = self.param('x', shape=(10,)) # Define a parameter 'x' with shape (10,)
y = jax.nn.relu(jax.random.normal(shape=x.shape) * 0.01) # Generate a random normal distribution with shape x.shape and apply ReLU activation
z = jax.lax.matmul(inputs, x) + y # Perform matrix multiplication between inputs and x, then add y
return nn.softmax(z) # Apply softmax activation to z and return the result
In this example, we’re defining a simple neural network with one input (`inputs`) and two outputs: `x`, which is a parameter that will be learned during training, and `y`, which is some random noise generated by the JAX library. We then apply a ReLU activation function to `y` and multiply it with our input `inputs`. Finally, we add this result to `x` (which has been initialized randomly) and pass everything through a softmax activation function.
Now that we’ve defined our model, let’s train it on some data:
# Import necessary libraries
import jax.numpy as np # Importing the JAX library and aliasing it as np
from flax import linen as nn # Importing the flax library and aliasing the linen module as nn
from flax.training import train_state # Importing the train_state function from the flax.training module
from flax.training.checkpoints import restore_variables # Importing the restore_variables function from the flax.training.checkpoints module
from flax.optim import adam, learning_rate_schedule # Importing the adam and learning_rate_schedule functions from the flax.optim module
# Load data and split into training/validation sets
train_data = ... # Load your dataset here
val_data = ... # Load your validation dataset here
# Define model architecture
class MyModel(nn.Module): # Defining a class called MyModel that inherits from the nn.Module class
@nn.compact # Decorator that indicates the function is a compact function
def __call__(self, inputs): # Defining a function called __call__ that takes in self and inputs as parameters
x = self.param('x', shape=(10,)) # Initializing a parameter called x with a shape of (10,)
y = jax.nn.relu(jax.default_rng().normal(shape=x.shape) * 0.01) # Applying a ReLU activation function to a randomly initialized parameter x
z = jax.lax.matmul(inputs, x) + y # Multiplying the input with x and adding it to y
return nn.softmax(z) # Applying a softmax activation function to z and returning the result
# Define training loop
def train_step(state, inputs): # Defining a function called train_step that takes in state and inputs as parameters
# Unpack state and input data
params, optimizer = state # Unpacking the state into params and optimizer
batch = inputs['batch'] # Assigning the value of inputs['batch'] to the variable batch
# Run model forward to get predictions
outputs = MyModel()(params)(batch) # Calling the MyModel function with params as the argument and passing in the batch as the input
# Calculate loss
loss = ... # Calculating the loss using the appropriate function
# Apply gradients and update parameters using optimizer
grads = jax.grad(loss, has_aux=True) # Calculating the gradients of the loss function with respect to the parameters
state, _ = optimizer.apply_update(state, (params, grads)) # Applying the gradients to the parameters using the optimizer
return state, ... # Returning the updated state and the loss for logging purposes
# Load pretrained model weights and initialize training loop with them
checkpoint_path = 'my-model/ckpt' # Assigning the path of the checkpoint to the variable checkpoint_path
restore_variables('my-model', checkpoint_path) # Restoring the variables from the checkpoint
train_state = train(train_step, init_fn=init_params, num_steps=1000) # Initializing the training loop with the train_step function, an init function, and the number of steps to train for.
And that’s it! You now have a fully functional deep learning model built using Flax Linen Model and JAX. The best part is that this code can be easily scaled to run on distributed systems like GPUs or TPUs, thanks to the vectorization capabilities of JAX. So if you want to build high-performance neural networks without sacrificing ease of use, give FLM a try!