random-effects logistic regression models Search Results


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SAS institute random effects logistic meta-regression
Predicted probabilities of local recurrence (LR) at 10 years from <t> random-effects logistic meta-regression </t> model (adjusted for follow-up)
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SAS institute generalized linear mixed-effects model with a logistic link function and a random effect for the participant
Predicted probabilities of local recurrence (LR) at 10 years from <t> random-effects logistic meta-regression </t> model (adjusted for follow-up)
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SAS institute random effects regression models (rerms)
Predicted probabilities of local recurrence (LR) at 10 years from <t> random-effects logistic meta-regression </t> model (adjusted for follow-up)
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MATHESON random effects logistic model
Predicted probabilities of local recurrence (LR) at 10 years from <t> random-effects logistic meta-regression </t> model (adjusted for follow-up)
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SAS institute hierarchical logistic regression model with random effects
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SAS institute random-effects logistic regression analysis
Predicted probabilities of local recurrence (LR) at 10 years from <t> random-effects logistic meta-regression </t> model (adjusted for follow-up)
Random Effects Logistic Regression Analysis, supplied by SAS institute, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Predicted probabilities of local recurrence (LR) at 10 years from  random-effects logistic meta-regression  model (adjusted for follow-up)

Journal: Annals of surgical oncology

Article Title: The Association of Surgical Margins and Local Recurrence in Women with Ductal Carcinoma In Situ Treated with Breast-Conserving Therapy: A Meta-Analysis

doi: 10.1245/s10434-016-5446-2

Figure Lengend Snippet: Predicted probabilities of local recurrence (LR) at 10 years from random-effects logistic meta-regression model (adjusted for follow-up)

Article Snippet: The proportion of women who had LR was modelled using random effects logistic meta-regression (Proc NLmixed in SAS).

Techniques: