quiz bu lëkkale ak tegtal · Dëgër Niveau

Quiz buy jàngale dooleel

Saytu neexal-delloosi mébetu IRL, lu jaxasoo, entropi maximum-probabilite trajectoire ak ni ñuy jëlee benn politik ci ganaw.

Yooni njiit yu jëm ciJàngat buy dooleel bu dëddu
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Lan mooy njàngum dooleel bu dëddu ngir delloosi?

Xoolaatal laaj bu nekk8 laaj

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

  1. Lan mooy njàngum dooleel bu dëddu ngir delloosi?
    • Fonksioŋu neexal buy leeral doxalinu eksper biñ seetlu
    • Optimisatër bu gëna gaaw ngir wàcci degrade
    • Benn xeetu wane buñ komprime
    • Setu done yuñ etikete
  2. Lan moo waral ñuy wax ni jafe-jafe IRL du lu baax wala lu jaxasoo?
    • Ndax wane yi dañuy baax saa yu nekk
    • Ndax anam yu bari yu wuute yu ñuy neexal mën nañu leeral benn doxalin
    • Ndax neexal yi dañu wara nekk lu baaxul saa yu nekk
    • Ndax soxlawul ay done yu xarañ
  3. Lan mooy njariñu delloosi neexal ci klonaasu jeffin?
    • Soxlawolen nit ñi
    • Dafay daw saa yu nekk ci diir bu dëgër
    • Dafay jàpp mébet bi ci suuf, di yamale réew yuñu gisul
    • Dafay moytu jëfandikoo benn sàrt
  4. naka lay def ba IRL entropi bu gëna mag di saafara jafe-jafey neexal?
    • Di forse neexal yépp ñu yamale
    • Ni ñuy baña bayyi xel ci trajectoire yu suboptimal
    • Soo dindie fonction neexal bi
    • Ni ñuy modele trajectoire bi ni exponentiel ci neexal bi
  5. Ginaaw IRL delloosi ab fonction neexal, lan lañuy faral di def ci topp?
    • Njàngalem dooleel buñ miin mingi juddoo ci neexal boobu
    • Neexal bi dañu koy sànni
    • Demonstration yi dañu leen efaase ngir sakkanal palaas
    • Agent bi dafa bàyyi jàng
  6. Ci ban senaario la IRL gëna am njariñ?
    • Sudee neexal bi xam nañu ko bu baax
    • Soo bëggee xam ak yamale mébet yi ci ginaaw doxalinu kàngam
    • Sudee amul benn done ci doxalin
    • Soo bëggee jàng jëf yuñ tëral kese
  7. Why can a constant zero reward explain many different expert policies?
    • It assigns the highest reward only to expert actions
    • It proves the expert is optimal
    • Every policy receives the same return, so none is preferred by the reward
    • It makes the transition model deterministic
  8. In maximum-entropy IRL, how are higher-reward trajectories treated relative to lower-reward ones?
    • They are assigned probability zero
    • They are treated as equally likely regardless of reward
    • They are removed before policy learning
    • They receive higher probability, with probability depending exponentially on total reward