The goal of this
assignment is to develop a clear and comprehensive understanding of
the architecture, components, and implementation of a Stable
Diffusion model. Through this exercise, you will strengthen both
your conceptual knowledge and hands-on skills in working with
diffusion-based generative models and their underlying neural
network mechanisms.
Description
AZIP file is provided containing all required
materials for this assignment. The archive includes:
Source code implementing a Stable
Diffusion model based on the U-Net architecture.
A pre-trained model trained for 100
epochs.
You may use the
pre-trained model to generate samples or as a reference point for
comparison with models trained by you using a smaller number of
epochs.
Review and run the code to
familiarize yourself with its structure and execution.
The code includes comment lines and
embedded questions designed to guide your exploration of the
model’s structure and functionality.
Answer all embedded questions by
adding your responses as comment lines directly within the
code.
If any of your responses require
mathematical derivations, equations, or detailed explanations,
include them in a separate document (Microsoft Word or PDF) and
submit it alongside your updated code.
Ensure your comments are clear,
concise, and properly formatted, and that any referenced sections
of code are easy to identify.
Deliverables
The updated source code file with
your answers and explanations inserted as comments.
(Optional) A supplementary Word or
PDF document containing extended discussions, derivations, or
figures if needed.
Learning Outcomes
Upon successful
completion of this assignment, you should be able to:
Describe the core concepts of
diffusion models, including the forward and reverse diffusion
processes.
Explain how the U-Net architecture
functions as a denoiser within the Stable Diffusion
framework.
Understand and describe the role of
noise scheduling and latent space representations.
Execute sampling using a pre-trained
diffusion model and interpret the resulting image generation
process.
Modify, train, and evaluate diffusion
models using practical code implementations.
Critically analyze model behavior and
training outcomes through empirical comparison.