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CS7643 Quiz 4 – 2025/2026 Updated Study Guide & Practice Questions | 100% Pass Guarantee

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Get fully prepared for your CS7643 Quiz 4 with this 2025/2026 Updated Study Guide and Practice Question Set, designed to help you master deep learning concepts and score your best. This complete guide includes realistic, exam-style questions with verified answers and clear explanations, aligned with the latest Georgia Tech OMSCS CS7643 Deep Learning curriculum. Focused on the key quiz topics — including gradient descent, optimization algorithms, convolutional and recurrent networks, loss functions, backpropagation, and model tuning — this resource provides targeted practice that strengthens both your theoretical and applied understanding. Each question is structured to reflect real CS7643 assessment difficulty, ensuring you’re ready for every concept tested. Updated for 2025/2026, it includes the newest course material and exam patterns. Ideal for OMSCS students and deep learning enthusiasts, this study guide ensures efficient preparation, concept mastery, and guaranteed performance improvement. With consistent review, you’ll gain the confidence and accuracy to pass on your first attempt, backed by a 100% pass guarantee.

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CS7643 Quiz 4 – 2025/2026 Updated Study
Guide & Practice Questions | 100% Pass
Guarantee
Embedding - correct answerA learned map from entities to vectors that encodes
similarity

Graph Embedding - correct answerOptimize 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
- these learned vectors are useful for downstream tasks

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 answerh(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))

Perplexity(s) - correct answer= product( 1 / P(w(i) | w(i-1), ...) ) ^ (1 / N)
= b ^ (-1/N sum( log(b) (P(w(i) | w(i-1), ...) ) )
- note exponent of b is per word CE loss
- perplexity of a discrete uniform distribution over k events is k

Language Model Goal - correct answer- estimate the probability of sequences of words
- p(s) = p(w1, w2, ..., wn)

Masked Language Modeling - correct answer- pre-training task - an auxiliary task
different from the final task we're really interested in, but which can help us achieve
better performance finding good initial parameters for the model

- By pre-training on masked language modeling before training on our final task, it is
usually possible to obtain higher performance than by simply training on the final task

Knowledge Distillation to Reduce Model Sizes - correct answer- Have fully
parameterized teacher model
- Have a much smaller student model
- Student model attempts to minimize prediction error and distance to teacher model
simultaneously

L(dist) = CE b/w student and teacher predictions
L(student) = CE b/w predicted output and actual
L = alpha * L(dist) + beta * L(student)

Advantages:
- may work well b/c of soft predictions of teacher model
- if we don't have enough labeled text we can still train student model to align
predictions

Collobert and Weston Vector Idea - correct answera word and its context is a positive
training sample; a random word in that sample context gives a negative training sample

Word2vec Overview - correct answerWord2vec - a framework for learning word vector

Idea:
- we have a large corpus of text
- every word in. fixed vocabulary represented by a vector
- Go through each position t in the text, which has a center word c and context words o

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