Guide-linked quiz · Medium Level

Wasserstein GAN Quiz

Checks Wasserstein distance, critic scores, the Lipschitz condition, weight clipping, gradient penalty and GAN training stability.

Related guide pathsWasserstein GAN
Question 1 of 8

What distance metric does WGAN use to compare real and generated distributions?

Preview every question8 questions

Answers and explanations appear as you take the quiz.

  1. What distance metric does WGAN use to compare real and generated distributions?
    • Wasserstein (earth-mover's) distance
    • Kullback-Leibler divergence
    • Cosine similarity
    • Euclidean pixel distance
  2. In WGAN, the network that was the discriminator is renamed to what, and why?
    • A 'judge' because it votes yes or no
    • A 'critic' because it outputs a continuous realness score rather than a probability
    • A 'sampler' because it generates noise
    • A 'filter' because it removes bad images
  3. Why must the WGAN critic be constrained to be 1-Lipschitz?
    • To make it train faster on GPUs
    • To reduce the number of parameters
    • Because the Kantorovich-Rubinstein duality used to compute the Wasserstein distance requires bounded gradients
    • To force it to output integers
  4. How did the original WGAN enforce the Lipschitz constraint?
    • By adding dropout
    • By using batch normalization only
    • By freezing the generator
    • By clipping the critic's weights to a small range
  5. What problem does WGAN notably reduce compared to vanilla GANs?
    • Mode collapse and uninformative loss
    • Overfitting to the test set
    • Slow image loading
    • Excessive memory use
  6. What improvement did WGAN-GP introduce over the original WGAN?
    • A larger generator
    • A gradient penalty replacing weight clipping
    • A new dataset
    • Reinforcement learning rewards
  7. Why can Wasserstein loss provide a useful signal when real and generated distributions barely overlap?
    • It becomes a binary accuracy score
    • It no longer depends on the critic
    • The distance can vary smoothly as the distributions move, providing gradients before they overlap
    • It requires the generator to match every sample exactly
  8. What does the WGAN-GP gradient penalty encourage the critic’s gradient norm to do on sampled interpolations?
    • Become exactly zero everywhere
    • Grow without bound
    • Match the generator’s parameter count
    • Stay near one

Keep testing yourself

More quizzes picked for your level.

View all quizzes