Idanwo ti o sopọ mọ itọsọna · Alabọde Ipele

Iyatọ Autoencoders adanwo

Review VAE distributions, reparameterization, KL regularization, ELBO training, sampling, and latent-diffusion use. Check evidence and scope.

Jẹmọ itọsọna awọn ọnaIyatọ Autoencoders
Ibeere 1 ti 8

Kini koodu koodu inu VAE kan fun titẹ sii kan?

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  1. Kini koodu koodu inu VAE kan fun titẹ sii kan?
    • Awọn paramita ti pinpin iṣeeṣe kan, gẹgẹbi arosọ ati iyatọ
    • Ojuami ti o wa titi kan ni aaye wiwakọ
    • Aami kilasi kan
    • A tunkọ daakọ ti awọn igbewọle
  2. Kini idi ti ẹtan reparameterization?
    • Lati jẹ ki oluyipada naa tobi
    • Lati gba awọn gradients laaye lati ṣàn nipasẹ ipele iṣapẹẹrẹ laileto
    • Lati yọ awọn nilo fun a decoder
    • Lati funmorawon aaye wiwaba siwaju
  3. In the standard Gaussian VAE formulation, what does the KL term encourage?
    • The decoder to predict future input tokens
    • The encoder to remove all randomness
    • The approximate posterior to stay close to the chosen prior, commonly a standard normal
    • Every latent variable to have the same observed value
  4. Iṣẹ ibi-afẹde ti VAEs pọ si lakoko ikẹkọ ni a pe ni:
    • Cross-entropy aja
    • adanu ọta
    • Itumọ ala onigun mẹrin
    • Ẹri Isalẹ Ilẹ (ELBO)
  5. In a Gaussian VAE, what enables generation of a new sample?
    • Sample a latent from the prior and decode it with the learned decoder
    • Copy a training image directly without a model
    • Run the encoder backward with no latent sampling
    • Choose a random class label without decoding
  6. Ninu awoṣe itọka wiwaba bi Stable Diffusion, ipa wo ni VAE ṣe?
    • O ṣe aami awọn aworan ikẹkọ
    • O fun awọn aworan pọ si aaye wiwaba nibiti itankale n ṣiṣẹ, lẹhinna pinnu pada si awọn piksẹli
    • O rọpo koodu koodu
    • O ṣeto awọn ipele ariwo
  7. In variational inference, what does the ELBO provide for the marginal log likelihood log p(x)?
    • An exact value of log p(x) for every model
    • A guarantee that each generated sample is realistic
    • A tractable lower bound that can be maximized instead of directly maximizing log p(x)
    • A posterior distribution that requires no inference model
  8. What distribution does a VAE decoder model given a latent vector?
    • The encoder’s approximate posterior q(z|x)
    • The training set’s class-frequency histogram only
    • The optimizer’s learning-rate schedule
    • The likelihood of an observation conditioned on that latent, p(x|z)