quiz bu lëkkale ak tegtal · Dëgër Niveau

Quiz buy wàññi ñaw

Saytu yeesali ñaari paas SAM, rayon dekkandoo, gradient poid perturbé ak njaay ci digganté flatness ak calcul.

Yooni njiit yu jëm ciXam ñaw buy wàññi
Laaj 1 de 8

Ban xeetu minimum la SAM di jéema gis?

Xoolaatal laaj bu nekk8 laaj

Sooy def quiz bi, tontu yi ak leeral yi dañuy feeñ.

  1. Ban xeetu minimum la SAM di jéema gis?
    • Minimum bu plat fu perte bi di gëna néew ci dëkkandoo yi
    • Minimum bi gëna ñaw
    • Minimum bi am parametre yu bari
    • Bépp minimum buñu mëna yegg ci benn jéego
  2. Ñaata paas ci kanam ak ci ginaaw la jéego SAM buñ miin di soxla?
    • Genn-wàll paas
    • Lu tollu ci ñaar
    • Benn
    • Fukk wala lu ëpp
  3. Lan la hiperparametru rayon rho di saytu ci SAM?
    • Gaawaayu decay bi ci jàng
    • limu jamonoy tàggat yaram
    • Dayo dëkkandoo yi wër poid yi ñuy aar ci piques perte
    • Waajalug bàyyi jàngi
  4. Lan mooy li njëkk ci ñaari jéego yi SAM wara def ci iteration bu nekk?
    • Wàññil model bi
    • Moyenne poids jéego yi weesu yépp
    • Delloosi staadu optimisatër bi
    • Defal ab jéego bu tollu ci rho ngir yegg ci barab bi gëna bon
  5. Lu tax SAM di faral di gëna dëgëral etiketu bruit yi?
    • Ndax minima yu plat yi ñoo gëna néew luñu mëna xam etiket yu yàqu yi
    • Ndax dafay efaase ci saasi etiketu bruit yi
    • Ndax dafay jëfandikoo vocabulaire bu gëna bari
    • Ndax dafay yokk lu tollu ci ñetti yoon
  6. Ci yii, yan ci ñoom mooy anam biñ defar ngir wàññi njëgu ordinatëru SAM?
    • ReLU
    • ESAM (SAM bu baax)
    • Norm de lote
    • AdaGrad
  7. In SAM’s second pass, which gradient is used to update the original model weights?
    • The gradient of a random label
    • The first pass gradient without evaluating the perturbed point
    • The gradient evaluated at the perturbed nearby weights
    • A gradient from a different model checkpoint
  8. If SAM’s neighborhood radius rho is set to zero, what happens to its perturbation step?
    • The model parameters are all set to zero
    • The loss becomes independent of the weights
    • The optimizer takes an infinite step
    • There is no weight perturbation, so the neighborhood reduces to the current point