Idanwo ti o sopọ mọ itọsọna · Alabọde Ipele

Awoṣe Pruning adanwo

Checks structured and unstructured pruning, sparse-kernel limits, iterative recovery, lottery-ticket claims, and deployment measurements.

Jẹmọ itọsọna awọn ọnaAwoṣe Pruning
Ibeere 1 ti 8

Kini pruning awoṣe yọ kuro lati inu nẹtiwọọki oṣiṣẹ kan?

Awotẹlẹ gbogbo ibeere8 ibeere

Awọn idahun ati awọn alaye han bi o ṣe n mu ibeere naa.

  1. Kini pruning awoṣe yọ kuro lati inu nẹtiwọọki oṣiṣẹ kan?
    • Yiyọ awọn òṣuwọn tabi awọn ẹya ti o ṣe alabapin diẹ si iṣelọpọ
    • Fifi awọn paramita diẹ sii lati mu išedede dara sii
    • Ikẹkọ awoṣe fun awọn akoko diẹ sii
    • Nmu ipinnu titẹ sii pọ si
  2. Kini o ṣe iyatọ si pruning ti a ṣeto si pruning ti a ko ṣeto?
    • Ti eleto pruning ṣiṣẹ nikan lori awọn aworan
    • Igi gige ti a ṣeto n yọ gbogbo awọn ẹya kuro bi awọn neuronu tabi awọn ori; unstructured yọ olukuluku òṣuwọn
    • Igi gige ti a ko ṣeto nilo atunṣe lati ibere
    • Ko si iyato to wulo laarin wọn
  3. Kini idi ti pruning ti ko ni ipilẹ nigbagbogbo kuna lati yara yara awoṣe kan lori ohun elo lasan?
    • O npa ọpọlọpọ awọn fẹlẹfẹlẹ
    • Nigbagbogbo o dinku deede si odo
    • Awọn matiri iwuwo fọnka nilo ohun elo pataki tabi awọn ile-ikawe lati lo nilokulo awọn odo
    • O mu ki awọn paramita ka
  4. Ohun ti o jẹ aṣoju aṣetunṣe pruning ilana?
    • Pa ohun gbogbo ni ẹẹkan, lẹhinna ran lọ
    • Ṣe iwọn ni akọkọ, lẹhinna ko tun ṣe ikẹkọ
    • Laileto paarẹ awọn ipele titi ti deede yoo lọ silẹ
    • Reluwe, piruni awọn paramita to ṣe pataki ti o kere ju, tune daradara lati gba pada, ati tun ṣe
  5. Kini Irosọ Tikẹti Lotiri sọ?
    • Awọn nẹtiwọọki ipon ni awọn nẹtiwọọki abẹlẹ fọnka ti o le baamu awoṣe kikun nigba ikẹkọ lati ipilẹṣẹ to tọ
    • Pruning nigbagbogbo mu išedede dara
    • Igi gige laileto jẹ nigbagbogbo dara julọ
    • Awọn awoṣe nla ko le fisinuirindigbindigbin
  6. Apeere ti o rọrun wo ni a lo lati pinnu iru awọn iwuwo lati piruni?
    • Ilana labidi ti awọn orukọ Layer
    • Awọn idi titobi ti awọn òṣuwọn
    • Awọn awọ ti awọn maapu imuṣiṣẹ
    • Nọmba awọn apẹẹrẹ ikẹkọ
  7. When is pruning most likely to reduce inference latency on ordinary dense hardware?
    • When individual zeros are added but the dense kernel still computes them
    • When the model is renamed without changing its graph
    • When whole channels or other structures are removed to produce a smaller dense model
    • When a sparse checkpoint is stored in a larger file
  8. What should a team measure after pruning for a deployment target?
    • Only the number of zeros in a checkpoint
    • Only training accuracy before pruning
    • Whether the file extension changed
    • Task quality and latency or memory on the intended hardware