ID
28670
Descripción
The MPM II estimates the probabaility of hospital mortality at 24, 48, and 72 hours in the intensive care unit. Reference: Lemeshow, S., Klar, J., Teres, D., Avrunin, J. S., Gehlbach, S. H., Rapoport, J., & Rué, M. (1994). Mortality probability models for patients in the intensive care unit for 48 or 72 hours: a prospective, multicenter study. Critical care medicine, 22(9), 1351-1358.
Palabras clave
Versiones (3)
- 31/12/17 31/12/17 -
- 25/1/18 25/1/18 -
- 25/1/18 25/1/18 -
Titular de derechos de autor
Stanley Lemeshow; Janelle Klar; Daniel Teres; Jill Spitz Avrunin; Stephen H. Gehlbach; John Rapoport; Montse Rué
Subido en
25 de enero de 2018
DOI
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Licencia
Creative Commons BY-NC 3.0
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MPM II (at 24, 48, and 72 hrs)
MPM II (at 24, 48, and 72 hrs)
- StudyEvent: ODM
Descripción
24-Hr Interval Assessments
Descripción
beta0 24 hrs = -5.64592. beta0 48 hrs = -5.39153. beta0 72 hrs = -5.23840.
Tipo de datos
text
Alias
- UMLS CUI [1,1]
- C0518766
- UMLS CUI [1,2]
- C1516048
- UMLS CUI [1,3]
- C0040223
Descripción
beta = 1.68790
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C0009421
Descripción
beta = 0.72283
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C0201976
Descripción
beta = 0.49742
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C0009450
Descripción
beta = 0.80845
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C0199470
Descripción
beta = 0.46677
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C0391840
Descripción
beta = 0.55352
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C0033707
Descripción
beta = 0.82286
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C1287298
Descripción
beta = 0.71628
Tipo de datos
integer
Alias
- UMLS CUI [1]
- C0597639
Descripción
Probabilities of hospital mortality
Descripción
beta0 24 hrs = -5.64592. The logit is calculated as the sum of the constant term (beta0) plus the products of the values of each of the 13 model variables by its associated beta0 (i.e. Logit=beta0 + beta1*x1 + ... + beta13*x13). Predicted Death Rate= (eLogit) / (1 + eLogit).
Tipo de datos
float
Alias
- UMLS CUI [1]
- C0220880
Descripción
beta0 48 hrs = -5.39153. The logit is calculated as the sum of the constant term (beta0) plus the products of the values of each of the 13 model variables by its associated beta0 (i.e. Logit=beta0 + beta1*x1 + ... + beta13*x13). Predicted Death Rate= (eLogit) / (1 + eLogit).
Tipo de datos
float
Alias
- UMLS CUI [1]
- C0220880
Descripción
beta0 72 hrs = -5.23840. The logit is calculated as the sum of the constant term (beta0) plus the products of the values of each of the 13 model variables by its associated beta0 (i.e. Logit=beta0 + beta1*x1 + ... + beta13*x13). Predicted Death Rate= (eLogit) / (1 + eLogit).
Tipo de datos
float
Alias
- UMLS CUI [1]
- C0220880
Similar models
MPM II (at 24, 48, and 72 hrs)
- StudyEvent: ODM
C1516048 (UMLS CUI [1,2])
C0040223 (UMLS CUI [1,3])