Multilevel logistic regression analysis of choosing a private versus a public specialist in the 35–65 year-old population of Malmö, 2006, Values are odds ratios (OR) and 95% confidence interval (CI) unless stated otherwise.

Adjusted odds ratios (AOR) and 95% CI of adjusted odds ratios (AOR) for multilevel mixed-effects binary logistic regression model.

Bedilu Alamirie Ejigu (5236571)
Eshetu Wencheko (5236574)
Kiros Berhane (16960)

May 2018

Adjusted odds ratios (AOR) and 95% CI of adjusted odds ratios (AOR) for multilevel mixed-effects ...

Multilevel logistic regression analyses (model 4) for any kind of IPV victimization and under-five morbidity stratified according to age groups.

Deogratius Bintabara (4716054)
Stephen M. Kibusi (5587730)

August 2018

Multilevel logistic regression analyses (model 4) for any kind of IPV victimization and under-fiv...

Multinominal logistic regression analyses of LNM and interrelated clinicopathological factors.

Bai-Wei Zhao (5651671)
Yong-Ming Chen (2688880)
Shan-Shan Jiang (1632940)
Yin-Bo chen (767201)
Zhi-Wei Zhou (283143)
Yuan-Fang Li (4560325)

July 2015

OR, Odds ratio; CI, confidence interval;* Statistically significant (P < 0.05)....

Multinomial logistic regression analysis was performed to compare the odds ratio for demographic, immunological, clinical and biochemical variables respecting the 5 histological diagnostic groups.

Fernanda Ortiz (2993010)
Rosana Gelpi (2993001)
Ilkka Helanterä (2993004)
Edoardo Melilli (692859)
Eero Honkanen (2992998)
Oriol Bestard (422056)
Josep M. Grinyo (2993007)
Josep M. Cruzado (422057)

August 2016

Multinomial logistic regression analysis was performed to compare the odds ratio for demographic,...

Odds ratios (95% confidence intervals) obtained from multivariable adjusted multilevel logistic models regressing health status on age and education (model 7), and age and MLO (model 8) accounting for their interactions.

Manqiong Yuan (188808)
Wei Chen (23863)
Cheng-I Chu (759950)
Ya Fang (759951)

June 2015

aMLO: main lifetime occupationOdds ratios (95% confidence intervals) obtained f...

Odds ratios (95% confidence intervals) obtained from multivariable adjusteda multilevel logistic models (model 1–6).

Manqiong Yuan (188808)
Wei Chen (23863)
Cheng-I Chu (759950)
Ya Fang (759951)

June 2015

a All the six models used the same set of covariates: sex, residence, smoking history,...

Univariate and multivariate logistic regression analysis of the prevalence of using grade III hospital for inpatient and outpatient treatments.

Yan Jiang (12139)
Yu Wang (12152)
Le Zhang (88249)
Yang Li (7082)
Xiaojun Wang (50332)
Shuangge Ma (31881)

May 2013

N: number of subjects; n: number treated at grade III hospitals. OR (P): odds ratio (p-value) fro...

Intermediate and advanced topics in multilevel logistic regression analysis

Austin, Peter C
Merlo, Juan

May 2017

Multilevel data occur frequently in health services, population and public health, and epidemiologic...

Multivariate logistic regression analysis stratified by healthcare payer (odds ratios reported).

Richéal M. Burns (627715)
Linda Sharp (93718)
Francis J. Sullivan (627716)
Sandra E. Deady (627717)
Frances J. Drummond (627718)
Ciaran O′Neill (627719)

September 2014

Notes: 1.) Odds Ratios with clustered standard errors (Confidence Intervals in brackets).2...

Multilevel logistic regression analysis of individual risk factors of ESBLE carriage in residents of 60 NHs in Belgium in 2011.

Béatrice Jans (416571)
Didier Schoevaerdts (416572)
Te-Din Huang (416573)
Catherine Berhin (416574)
Katrien Latour (416575)
Pierre Bogaerts (416576)
Claire Nonhoff (416577)
Olivier Denis (416578)
Boudewijn Catry (416579)
Youri Glupczynski (106660)

May 2013

Multilevel logistic regression analysis of individual risk factors of ESBLE carriage in residents...

Multilevel logistic regression models for the relative odds of misclassification of law-enforcement-related deaths in National Vital Statistics System mortality data (US, 2015; N = 991).

Justin M. Feldman (4503238)
Sofia Gruskin (81726)
Brent A. Coull (18325)
Nancy Krieger (275361)

October 2017

Multilevel logistic regression models for the relative odds of misclassification of law-enforceme...

Adjusted odds ratios(AOR) and 95% CI of adjusted odds ratios for the multilevel mixed-effects ordinal logistic regression model.

Bedilu Alamirie Ejigu (5236571)
Eshetu Wencheko (5236574)
Kiros Berhane (16960)

May 2018

Adjusted odds ratios(AOR) and 95% CI of adjusted odds ratios for the multilevel mixed-effects ord...

Logistic regression analysis of the probability of cardiac death by (A) age at diagnosis and (B) diagnosis year (shading represents 95% confidence interval).

Laila Gharzai (3152442)
Vivek Verma (575280)
Kyle A. Denniston (529176)
Abhijeet R. Bhirud (3152436)
Nathan R. Bennion (3152439)
Chi Lin (349878)

July 2016

Logistic regression analysis of the probability of cardiac death by (A) age at diagnosis and (B) ...

Odds ratios of Multivariate logistic regression analyses for outcome of interest versus patient clinical and radiological characteristic (only variables in equation are shown in the table).

Bo Liu (127343)
Wei Chen (23863)
Qi Zhang (28502)
Xiaoli Yan (420602)
Fei Zhang (85787)
Tianhua Dong (4573975)
Guang Yang (154978)
Yingze Zhang (81580)

May 2018

Odds ratios of Multivariate logistic regression analyses for outcome of interest versus patient c...

Multivariate multilevel logistic regression analyses (model 1–3) for under-five morbidity and IPV adjusted by selected level 1 and level 2 covariates.

Deogratius Bintabara (4716054)
Stephen M. Kibusi (5587730)

August 2018

Multivariate multilevel logistic regression analyses (model 1–3) for under-five morbidity and IPV...

Adjusted odds ratios (AOR) and 95% CI of adjusted odds ratios (AOR) for multilevel mixed-effects binary logistic regression model.

Bedilu Alamirie Ejigu (5236571)
Eshetu Wencheko (5236574)
Kiros Berhane (16960)

May 2018

Adjusted odds ratios (AOR) and 95% CI of adjusted odds ratios (AOR) for multilevel mixed-effects ...

Multilevel logistic regression analyses (model 4) for any kind of IPV victimization and under-five morbidity stratified according to age groups.

Deogratius Bintabara (4716054)
Stephen M. Kibusi (5587730)

August 2018

Multilevel logistic regression analyses (model 4) for any kind of IPV victimization and under-fiv...

Multinominal logistic regression analyses of LNM and interrelated clinicopathological factors.

Bai-Wei Zhao (5651671)
Yong-Ming Chen (2688880)
Shan-Shan Jiang (1632940)
Yin-Bo chen (767201)
Zhi-Wei Zhou (283143)
Yuan-Fang Li (4560325)

July 2015

OR, Odds ratio; CI, confidence interval;* Statistically significant (P < 0.05)....

Multinomial logistic regression analysis was performed to compare the odds ratio for demographic, immunological, clinical and biochemical variables respecting the 5 histological diagnostic groups.

Fernanda Ortiz (2993010)
Rosana Gelpi (2993001)
Ilkka Helanterä (2993004)
Edoardo Melilli (692859)
Eero Honkanen (2992998)
Oriol Bestard (422056)
Josep M. Grinyo (2993007)
Josep M. Cruzado (422057)

August 2016

Multinomial logistic regression analysis was performed to compare the odds ratio for demographic,...

Odds ratios (95% confidence intervals) obtained from multivariable adjusted multilevel logistic models regressing health status on age and education (model 7), and age and MLO (model 8) accounting for their interactions.

Manqiong Yuan (188808)
Wei Chen (23863)
Cheng-I Chu (759950)
Ya Fang (759951)

June 2015

aMLO: main lifetime occupationOdds ratios (95% confidence intervals) obtained f...

Odds ratios (95% confidence intervals) obtained from multivariable adjusteda multilevel logistic models (model 1–6).

Manqiong Yuan (188808)
Wei Chen (23863)
Cheng-I Chu (759950)
Ya Fang (759951)

June 2015

a All the six models used the same set of covariates: sex, residence, smoking history,...

Univariate and multivariate logistic regression analysis of the prevalence of using grade III hospital for inpatient and outpatient treatments.

Yan Jiang (12139)
Yu Wang (12152)
Le Zhang (88249)
Yang Li (7082)
Xiaojun Wang (50332)
Shuangge Ma (31881)

May 2013

N: number of subjects; n: number treated at grade III hospitals. OR (P): odds ratio (p-value) fro...

Intermediate and advanced topics in multilevel logistic regression analysis

Austin, Peter C
Merlo, Juan

May 2017

Multilevel data occur frequently in health services, population and public health, and epidemiologic...

Multivariate logistic regression analysis stratified by healthcare payer (odds ratios reported).

Richéal M. Burns (627715)
Linda Sharp (93718)
Francis J. Sullivan (627716)
Sandra E. Deady (627717)
Frances J. Drummond (627718)
Ciaran O′Neill (627719)

September 2014

Notes: 1.) Odds Ratios with clustered standard errors (Confidence Intervals in brackets).2...

Multilevel logistic regression analysis of individual risk factors of ESBLE carriage in residents of 60 NHs in Belgium in 2011.

Béatrice Jans (416571)
Didier Schoevaerdts (416572)
Te-Din Huang (416573)
Catherine Berhin (416574)
Katrien Latour (416575)
Pierre Bogaerts (416576)
Claire Nonhoff (416577)
Olivier Denis (416578)
Boudewijn Catry (416579)
Youri Glupczynski (106660)

May 2013

Multilevel logistic regression analysis of individual risk factors of ESBLE carriage in residents...

Multilevel logistic regression models for the relative odds of misclassification of law-enforcement-related deaths in National Vital Statistics System mortality data (US, 2015; N = 991).

Justin M. Feldman (4503238)
Sofia Gruskin (81726)
Brent A. Coull (18325)
Nancy Krieger (275361)

October 2017

Multilevel logistic regression models for the relative odds of misclassification of law-enforceme...

Adjusted odds ratios(AOR) and 95% CI of adjusted odds ratios for the multilevel mixed-effects ordinal logistic regression model.

Bedilu Alamirie Ejigu (5236571)
Eshetu Wencheko (5236574)
Kiros Berhane (16960)

May 2018

Adjusted odds ratios(AOR) and 95% CI of adjusted odds ratios for the multilevel mixed-effects ord...

Logistic regression analysis of the probability of cardiac death by (A) age at diagnosis and (B) diagnosis year (shading represents 95% confidence interval).

Laila Gharzai (3152442)
Vivek Verma (575280)
Kyle A. Denniston (529176)
Abhijeet R. Bhirud (3152436)
Nathan R. Bennion (3152439)
Chi Lin (349878)

July 2016

Logistic regression analysis of the probability of cardiac death by (A) age at diagnosis and (B) ...

Odds ratios of Multivariate logistic regression analyses for outcome of interest versus patient clinical and radiological characteristic (only variables in equation are shown in the table).

Bo Liu (127343)
Wei Chen (23863)
Qi Zhang (28502)
Xiaoli Yan (420602)
Fei Zhang (85787)
Tianhua Dong (4573975)
Guang Yang (154978)
Yingze Zhang (81580)

May 2018

Odds ratios of Multivariate logistic regression analyses for outcome of interest versus patient c...

Multivariate multilevel logistic regression analyses (model 1–3) for under-five morbidity and IPV adjusted by selected level 1 and level 2 covariates.

Deogratius Bintabara (4716054)
Stephen M. Kibusi (5587730)

August 2018

Multivariate multilevel logistic regression analyses (model 1–3) for under-five morbidity and IPV...

Adjusted odds ratios (AOR) and 95% CI of adjusted odds ratios (AOR) for multilevel mixed-effects binary logistic regression model.

Bedilu Alamirie Ejigu (5236571)
Eshetu Wencheko (5236574)
Kiros Berhane (16960)

May 2018

Adjusted odds ratios (AOR) and 95% CI of adjusted odds ratios (AOR) for multilevel mixed-effects ...

Multilevel logistic regression analyses (model 4) for any kind of IPV victimization and under-five morbidity stratified according to age groups.

Deogratius Bintabara (4716054)
Stephen M. Kibusi (5587730)

August 2018

Multilevel logistic regression analyses (model 4) for any kind of IPV victimization and under-fiv...

Multinominal logistic regression analyses of LNM and interrelated clinicopathological factors.

Bai-Wei Zhao (5651671)
Yong-Ming Chen (2688880)
Shan-Shan Jiang (1632940)
Yin-Bo chen (767201)
Zhi-Wei Zhou (283143)
Yuan-Fang Li (4560325)

July 2015

OR, Odds ratio; CI, confidence interval;* Statistically significant (P < 0.05)....

Multilevel logistic regression analysis of choosing a private versus a public specialist in the 35–65 year-old population of Malmö, 2006, Values are odds ratios (OR) and 95% confidence interval (CI) unless stated otherwise.

Abstract

Extracted data

Multilevel logistic regression analysis of choosing a private versus a public specialist in the 35–65 year-old population of Malmö, 2006, Values are odds ratios (OR) and 95% confidence interval (CI) unless stated otherwise.

Abstract

Extracted data

Related items

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