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TinyTorch/modules/activations/module.yaml
Vijay Janapa Reddi 48e62a954a fix: Use concise module titles instead of verbose ones
- Changed all module titles to be short and clean (e.g., 'Autograd' not 'Autograd - Automatic Differentiation')
- Updated metadata generation template to use concise titles by default
- Fixed CLI reference in metadata generator to use new hierarchical structure
- Titles are now consistent: just the module name capitalized
- Detailed descriptions remain in the description field where they belong
2025-07-11 22:40:30 -04:00

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YAML

# TinyTorch Module Metadata
# This file contains structured information about the module for CLI tools and documentation
# Basic Information
name: "activations"
title: "Activations"
description: "Implement the mathematical functions that give neural networks their power to learn complex patterns"
version: "1.0.0"
author: "TinyTorch Team"
last_updated: "2024-12-19"
# Module Status
status: "complete" # complete, in_progress, not_started, deprecated
implementation_status: "stable" # stable, beta, alpha, experimental
# Learning Information
learning_objectives:
- "Understand why activation functions are essential for neural networks"
- "Implement the three most important activation functions: ReLU, Sigmoid, and Tanh"
- "Test functions with various inputs to understand their behavior"
- "Grasp the mathematical properties that make each function useful"
key_concepts:
- "Nonlinearity"
- "Activation functions"
- "Mathematical properties"
- "Function composition"
- "Neural network foundations"
# Dependencies
dependencies:
prerequisites: ["setup", "tensor"]
builds_on: ["tensor"]
enables: ["layers", "networks"]
# Educational Metadata
difficulty: "beginner" # beginner, intermediate, advanced
estimated_time: "2-3 hours"
pedagogical_pattern: "Build → Use → Understand"
# Implementation Details
components:
- name: "ReLU"
type: "function"
description: "Rectified Linear Unit: f(x) = max(0, x)"
status: "complete"
- name: "Sigmoid"
type: "function"
description: "Sigmoid function: f(x) = 1 / (1 + e^(-x))"
status: "complete"
- name: "Tanh"
type: "function"
description: "Hyperbolic tangent: f(x) = tanh(x)"
status: "complete"
# Package Export Information
exports_to: "tinytorch.core.activations"
export_directive: "core.activations"
# Testing Information
test_coverage: "comprehensive" # comprehensive, partial, minimal, none
test_count: 12
test_categories:
- "ReLU function behavior"
- "Sigmoid function behavior"
- "Tanh function behavior"
- "Edge cases and numerical stability"
- "Function properties"
- "Visualization tests"
# File Structure
required_files:
- "activations_dev.py"
- "activations_dev.ipynb"
- "tests/test_activations.py"
- "README.md"
# Systems Focus
systems_concepts:
- "Numerical stability"
- "Mathematical implementation"
- "Function design patterns"
- "Visualization techniques"
- "Testing mathematical functions"
# Real-world Applications
applications:
- "Neural network nonlinearity"
- "Hidden layer transformations"
- "Output layer activations"
- "Gradient flow control"
# Next Steps
next_modules: ["layers", "networks"]
completion_criteria:
- "All tests pass"
- "Can visualize activation functions"
- "Understand nonlinearity importance"
- "Ready for layer composition"