This document provides over 80 thoroughly answered questions for CS 7643: Deep Learning, focusing on key exam material for the 2025/2026 academic year. Designed for graduate-level computer science and AI students, it covers fundamental and advanced deep learning concepts tested in Exam 3, including model architectures, optimization strategies, and interpretability tools.
Topics include error types (modeling, estimation, and optimization errors), transfer learning workflows, and network architectures such as AlexNet, VGGNet, Inception, ResNet, and Mask R-CNN. The document also reviews concepts of equivariance and invariance, saliency maps, Class Activation Mapping (CAM, Grad-CAM), and adversarial examples.
In-depth explanations are provided for:
Loss functions: L1, L2, MSE, Binary Cross-Entropy, Focal Loss
Object detection models: SSD, YOLO, R-CNN variants
CNN operations: receptive fields, transpose convolutions, pooling layers
Parameter and memory calculations for Conv, FC, and Pooling layers
Style transfer and content loss (using Gram matrices)
Visualization and interpretability techniques in CNNs
This document is highly recommended for:
– Master’s and PhD students in Computer Science, AI, or Machine Learning
– Students preparing for CS 7643 exams or deep learning certification
– Individuals enrolled in deep learning or neural network modeling courses at US universities
It serves as a detailed and structured exam prep tool for both theoretical concepts and practical implementation insights in modern deep learning systems.
Keywords:
CS 7643, deep learning, CNN architectures, transfer learning, ResNet, VGGNet, AlexNet, Grad-CAM, saliency maps, error types, adversarial examples, convolutional layers, object detection, YOLO, SSD, R-CNN, style transfer, loss functions, MSE, Focal Loss, receptive field, transpose convolution
Content preview
CS 7643 Exam 3 2025/2026 Exam
Questions and Correct Answers | New
Update
Modeling Error - 🧠 ANSWER ✔✔Given a particular NN architecture, the
actual model that represents the real world may not be in that space.
When model complexity increases, modeling error reduces, but
optimization error increases.
Estimation Error - 🧠 ANSWER ✔✔Even if finding the best hypothesis,
weights, and parameters that minimize training error, may not generalize to
test set
Optimization Error - 🧠 ANSWER ✔✔Even if your NN can perfectly model
the world, your algo may not find good weights that model the function.
, When model complexity increases, modeling error reduces, but
optimization error increases.
Effectiveness of transfer learning under certain conditions - 🧠 ANSWER
✔✔Remove last FC layer of CNN and initialize it randomly, then run new
data through network to train only that layer
In order to train the NN for transfer learning -freeze the CNN layers or early
layers and learn parameters in the FC layers.
Performs very well on very small amount of training, if similar to the original
data
Does not work very well if the target task's dataset is very different
If you have enough data in the target domain, and is different than the
source, better to just train on the new data
Transfer learning = reuse features we learn on a very large dataset on a
completely new thing
Steps: