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CS-7643 Quiz 4 Exam – Deep Learning Optimization & Regularization Study Guide

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Get ready for the CS-7643 Quiz 4 Exam with this in-depth Deep Learning study guide designed for Georgia Tech OMSCS students. Review advanced topics such as optimization algorithms (SGD, Adam, RMSProp), regularization techniques (dropout, batch normalization, weight decay), and hyperparameter tuning. Includes practice questions, key notes, and exam strategies to help you ace Quiz 4 in the CS-7643 Deep Learning course.

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CS-7643 Quiz 4 Exam NEWEST 2025 COMPLETE
QUESTIONS AND CORRECT DETAILED ANSWERS
(VERIFIED ANSWERS) |ALREADY GRADED
A+||BRAND NEW VERSION!!




Multi-layer Perceptron (MLP) pain points for NLP - CORRECT ANSWER- - Cannot easily support
variable-sized sequences as inputs or outputs

- No inherent temporal structure

- No practical way of holding state

- The size of the network grows with the maximum allowed size of the input or output
sequences



Truncated Backpropagation through time - CORRECT ANSWER- - Only backpropagate a RNN
through T time steps



Recurrent Neural Networks (RNN) - CORRECT ANSWER- h(t) = activation(U*input + V*h(t-1) +
bias)

y(t) = activation(W*h(t) + bias)



- activation is typically the logistic function or tanh

- outputs can also simply be h(t)

- family of NN architectures for modeling sequences

, Training Vanilla RNN's difficulties - CORRECT ANSWER- - Vanishing gradients

- Since dx(t)/dx(t-1) = w^t

- if w > 1: exploding gradients

- if w < 1: vanishing gradients



Long Short-Term Memory Network Gates and States - CORRECT ANSWER- - f(t) = forget gate

- i(t) = input gate

- u(t) = candidate update gate

- o(t) = output gate



- c(t) = cell state

- c(t) = f(t) * c(t - 1) + i(t) * u(t)



- h(t) = hidden state

- h(t) = o(t) * tanh(c(t))

Embedding - CORRECT ANSWER- A learned map from entities to vectors that encodes similarity



Graph Embedding - CORRECT ANSWER- Optimize the objective that connected nodes have more
similar embeddings than unconnected nodes.



Task: convert nodes to vectors



- effectively unsupervised learning where nearest neighbors are similar

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