Guide-yakabatana mibvunzo · Pakati Nhanho

Stochastic Gradient Descent ine Momentum Quiz

Muedzo wakaunganidzwa velocity, oscillation damping, coefficient mhedzisiro, anowirirana gradients, Adamu kubatana, uye zero-inomhanya maitiro.

Nzira dzekutungamira dzinoenderanaStochastic Gradient Descent With Momentum
Mubvunzo 1 ye 8

Chii chinonzi nguva yekusimudzira inounganidza panguva yekudzidziswa?

Tarisa mubvunzo wese8 mibvunzo

Mhinduro uye tsananguro zvinoonekwa paunenge uchitora bvunzo.

  1. Chii chinonzi nguva yekusimudzira inounganidza panguva yekudzidziswa?
    • Huwandu hwenguva dzekudzidziswa
    • Kumhanya (kuyereswa kwakayerwa) avhareji yemagradient apfuura
    • Saizi yedataset
    • Nhoroondo yechokwadi yemuenzaniso
  2. Mumupata wakareba, wakamanikana, idambudziko ripi rinosangana neSGD iro simba rinobatsira kugadzirisa?
    • Inopfachukira nenhamba
    • Inomisa computing gradients
    • Inowedzera mwero wekudzidza otomatiki
    • Inomonereka nemadziro emawere ichifambira mberi zvishoma nezvishoma pasi
  3. A common default value yeiyo momentum coefficient ndeiyi:
    • 0.9
    • 0.0
    • 0.5
    • 2.0
  4. Ndeipi fananidzo yemuviri inowanzoshandiswa kutsanangura kukurumidza?
    • Pendulum inozununguka nekusingaperi
    • Chitubu chiri kutsemukira kumashure
    • Bhora rinorema richikunguruka richidzika
    • Mvura inotonhora
  5. Zvingangove zvakadii kusimba kunosimudzira nhanho inoshanda munzira inowirirana kana beta = 0.9?
    • Kunenge ka2
    • Inenge 0.1 nguva
    • Hapana amplification
    • Kunenge ka10
  6. Ndeipi yemazuva ano optimizer inosanganisira yekukurumidza-maitiro ekutanga-nguva fungidziro?
    • Newton's nzira
    • Adhamu
    • K-zvinoreva
    • Kutsvaga zvisina tsarukano
  7. In the update v = beta times v plus gradient, what happens when beta is zero?
    • The old velocity is doubled
    • Every gradient becomes zero
    • The previous velocity is discarded and the current gradient determines the step
    • The parameters stop depending on the learning rate
  8. Why can repeated gradients with opposing sideways directions produce less zig-zagging under momentum?
    • Their opposing contributions can partially cancel in accumulated velocity
    • All past gradients are stored as separate parameters
    • The loss becomes convex automatically
    • Momentum ignores the current gradient entirely