Translations:Advanced Field Epi:Manual 2 - Diagnostic Tests/220/en: Perbedaan revisi

(Importing a new version from external source)
 
(Importing a new version from external source)
 
Baris 1: Baris 1:
 
==== Maximum likelihood estimation  ====
 
==== Maximum likelihood estimation  ====
Maximum likelihood methods use standard statistical methods to estimate sensitivity and specificity of multiple tests from a comparison of the results of multiple tests applied to the same individuals in multiple populations with different prevalence levels ([#_ENREF_9 Hui and Walter, 1980]<nowiki>; </nowiki>[#_ENREF_4 Enøe et al., 2000]<nowiki>; </nowiki>[#_ENREF_15 Pouillot et al., 2002]). Key assumptions for this approach are:
+
Maximum likelihood methods use standard statistical methods to estimate sensitivity and specificity of multiple tests from a comparison of the results of multiple tests applied to the same individuals in multiple populations with different prevalence levels ([#9 Hui and Walter, 1980]; [#4 Enøe et al., 2000]; [#15 Pouillot et al., 2002]). Key assumptions for this approach are:

Revisi terkini pada 10 Mei 2015 14.50

Informasi pesan (berkontribusi)

Pesan ini tidak memiliki dokumentasi. Jika Anda tahu di mana dan bagaimana pesan ini digunakan, Anda dapat membantu penerjemah lain dengan menambahkan dokumentasi untuk pesan ini.

Definisi pesan (Advanced Field Epi:Manual 2 - Diagnostic Tests)
==== Maximum likelihood estimation  ====
Maximum likelihood methods use standard statistical methods to estimate sensitivity and specificity of multiple tests from a comparison of the results of multiple tests applied to the same individuals in multiple populations with different prevalence levels ([#9 Hui and Walter, 1980]; [#4 Enøe et al., 2000]; [#15 Pouillot et al., 2002]). Key assumptions for this approach are:
Terjemahan==== Maximum likelihood estimation  ====
Maximum likelihood methods use standard statistical methods to estimate sensitivity and specificity of multiple tests from a comparison of the results of multiple tests applied to the same individuals in multiple populations with different prevalence levels ([#9 Hui and Walter, 1980]; [#4 Enøe et al., 2000]; [#15 Pouillot et al., 2002]). Key assumptions for this approach are:

Maximum likelihood estimation

Maximum likelihood methods use standard statistical methods to estimate sensitivity and specificity of multiple tests from a comparison of the results of multiple tests applied to the same individuals in multiple populations with different prevalence levels ([#9 Hui and Walter, 1980]; [#4 Enøe et al., 2000]; [#15 Pouillot et al., 2002]). Key assumptions for this approach are: