DyNet (Python 3.8+ Fork)

2.2 · active · verified Fri Apr 17

DyNet38 is a specialized fork of the DyNet neural network library, providing Python 3.8+ compatible wheels. It allows users to leverage DyNet's imperative neural network framework with modern Python versions, focusing on dynamic computation graphs, making it suitable for NLP and other sequence-based tasks. The current version is 2.2, and its release cadence largely follows the upstream DyNet project, primarily providing compatibility fixes.

Common errors

Warnings

Install

Imports

Quickstart

This quickstart demonstrates the core workflow of DyNet: initializing the library, creating a `ParameterCollection` to manage model weights, and defining a function to build a dynamic computation graph for each input. It highlights the crucial `dy.init()` call and `dy.renew_cg()` for managing graph state.

import dynet as dy
import random

# Initialize DyNet (mandatory) - can specify options like --dynet-gpus, --dynet-mem
dy.init()

# Create a model (parameter collection) to hold network weights
m = dy.ParameterCollection()

# Add parameters for a simple feedforward layer
# W: weight matrix (32 output units, 10 input units)
# b: bias vector (32 output units)
# V: output weight matrix (1 output unit, 32 input units)
W = m.add_parameters((32, 10))
b = m.add_parameters(32)
V = m.add_parameters((1, 32))

# Define a function to build the computation graph for a given input
def build_graph(x_val):
    # Renew the computation graph for each new example
    dy.renew_cg()

    # Convert Python list (input vector) to DyNet Expression
    x = dy.inputVector(x_val)

    # Get parameters as DyNet Expressions for the current graph
    W_expr = dy.parameter(W)
    b_expr = dy.parameter(b)
    V_expr = dy.parameter(V)

    # Perform operations to build the graph: tanh activation, logistic output
    h = dy.tanh(W_expr * x + b_expr)
    o = dy.logistic(V_expr * h)
    return o

# Example usage with random input data
input_data = [random.random() for _ in range(10)]
output_expression = build_graph(input_data)

# Get the scalar value from the output expression
output_value = output_expression.value()

print(f"Input (first 5 values): {[f'{v:.2f}' for v in input_data[:5]]}...")
print(f"Predicted Output: {output_value[0]:.4f}")

# For training, you would then get loss, call backward(), and update with a Trainer.
# Example (not run here): 
# trainer = dy.SimpleSGDTrainer(m)
# loss = dy.sum_batches(dy.square(output_expression - dy.scalarInput(target_value)))
# loss.backward()
# trainer.update()

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