Kedis ku xidhan hagaha · Dhexdhexaad Heerka

Kediska Joogista iyo Joogtada Stochastic

Tijaabi waji-xidho aan kala sooc lahayn, qaababka tababarka iyo ka-fiirsashada, is-qoritaan rogan, xadka la qabsiga, ka-tagidda MC, iyo saadaalinta doorsooma.

Wadooyinka haga ee la xidhiidhaJoojinta iyo Joogteynta Stochastic
Su'aal 1 ee 8

Muxuu sameeyaa ka tagista xilliga tababarka?

Horudhac su'aal kasta8 su'aalo

Jawaabaha iyo sharraxaadaha waxay soo baxayaan markaad qaadanayso kediska.

  1. Muxuu sameeyaa ka tagista xilliga tababarka?
    • Si joogto ah u tirtira miisaanka
    • Si aan kala sooc lahayn ayaa qayb ka mid ah wax soo saarka neerfaha u dejisa eber baas kasta oo hore
    • Laban laabma heerka waxbarashada
    • Wuxuu ku darayaa lakabyo badan shabakada
  2. Maxay tahay sababta ka tagista u wanaajiso guud ahaan?
    • Waxay kordhisaa tirada xuduudaha
    • Waxay meesha ka saaraysaa baahida xogta tababarka
    • Waxay dammaanad qaadaysaa khaladka eber
    • Waxay ka hortagtaa neerfayaasha inay la qabsadaan oo ay xoogaystaan, matalaad adag
  3. Maxaa ku dhacaya ka-tagidda wakhtiga imtixaanka?
    • Waa la damiyay oo shabakada buuxda ayaa la isticmaalay
    • Waxay hoos u dhigtaa xitaa neurons badan
    • Waxay tirtirtaa kala badh miisaanka
    • Waxay kala soocaysaa sumadaha
  4. Heerka ka-tagidda p = 0.5 ee lakabka macneheedu waa qiyaastee inta lagu jiro tababarka?
    • Dhammaan neerfayaasha waa la saaraa
    • Wax neurons ah oo saameeya
    • Qiyaastii kala badh neuron-yada ayaa eber laga saaray baas kasta
    • Lakabka waa la tirtiray
  5. Maxaa lagu tilmaamaa ka-tegidda inta badan?
    • Dib u noqosho toosan oo keli ah
    • Geed go'aan
    • A Fourier transformer
    • Isku dhafka shabakado badan oo khafiif ah oo wadaaga miisaanka
  6. Maxaa Monte Carlo ka-tagidda loo isticmaalaa?
    • Dardar gelinta xogta
    • Qiyaasida hubanti la'aanta moodalka iyadoo la ilaalinayo ka tagista firfircoonida fikradda
    • Cadaadiska shabakada si loo yareeyo miisaan yar
    • Calaamadaynta xogta tababarka si toos ah
  7. With inverted dropout, why is no extra activation scaling normally needed at ordinary inference?
    • The keep probability becomes exactly zero
    • Inference always averages new random masks
    • Surviving activations were already scaled during training
    • Every weight is divided by the number of layers
  8. The same input yields varying predictions because dropout remains active during evaluation. What explains the variation?
    • New random masks sample different subnetworks on each pass
    • The input changes its label by itself
    • The network has no trained weights
    • Batch size must be one