Idanwo ti o sopọ mọ itọsọna · Rọrun Ipele

Idarudapọ Matrices adanwo

Review how confusion-matrix counts reveal classifier errors, support common metrics, and vary across class and library conventions.

Jẹmọ itọsọna awọn ọnaMatrices iporuru
Ibeere 1 ti 8

Ninu matrix iporuru alakomeji, kini Negetifu Eke?

Awotẹlẹ gbogbo ibeere8 ibeere

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

  1. Ninu matrix iporuru alakomeji, kini Negetifu Eke?
    • Ọran ti o daadaa awoṣe ti ko tọ ni asọtẹlẹ bi odi
    • Odi ti o tọ sọtẹlẹ bi odi
    • Ti sọ asọtẹlẹ odi ti ko tọ bi rere
    • Iṣeduro ti o tọ ni asọtẹlẹ bi rere
  2. Iṣiro deede jẹ iṣiro bi:
    • TP / (TP + FN)
    • TP / (TP + FP)
    • TN/ (TN + FP)
    • (TP + TN) / lapapọ
  3. Metiriki wo ni o ṣe iwọn ipin ti awọn idaniloju gidi ti awoṣe ṣe idanimọ ni deede?
    • Itọkasi
    • Ni pato
    • Ranti
    • Yiye
  4. Ninu matrix iporuru fun iṣoro pẹlu awọn kilasi 5, kini awọn sẹẹli diagonal duro?
    • Awọn asọtẹlẹ ti ko tọ
    • Awọn idaniloju eke nikan
    • Lapapọ nọmba ti awọn ayẹwo
    • Awọn asọtẹlẹ ti o tọ fun kilasi kọọkan
  5. Kini idi ti iṣedede nikan le jẹ ṣinilọ laisi matrix iporuru kan?
    • O tọju iwọntunwọnsi laarin awọn iru aṣiṣe oriṣiriṣi bii awọn idaniloju eke ati awọn odi eke
    • Yiye jẹ aṣiṣe nigbagbogbo
    • Ko le ṣe iṣiro fun awọn iṣoro alakomeji
    • O nilo awọn iṣeeṣe dipo awọn akole
  6. Dimegilio F1 jẹ itumọ ibaramu eyiti awọn metiriki meji?
    • Yiye ati ni pato
    • Konge ati ÌRÁNTÍ
    • Ifamọ ati ni pato
    • Awọn idaniloju otitọ ati awọn odi otitọ
  7. In a binary confusion matrix, which count is a False Positive?
    • An actual positive that the model predicts as positive
    • An actual positive that the model predicts as negative
    • An actual negative that the model predicts as positive
    • An actual negative that the model predicts as negative
  8. Why should you check a library's confusion-matrix axis labels before calculating precision or recall?
    • The diagonal always contains false positives
    • Axis order changes the number of observations in the dataset
    • Precision and recall use no confusion-matrix cells
    • Libraries may place true classes in rows and predicted classes in columns, or use a different orientation